162 Commits

Author SHA1 Message Date
96f5809a29 GUEST-plan: deferred work shipped — pieces A B C D
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2026-05-09 14:20:28 +00:00
28bd8bb98c mk: phase 7 piece A — fixed-point iteration in SLG tabling
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Replace the single-pass body run with table-2-slg-iter / table-3-slg-iter:
each iteration stores the current vals in cache and re-runs the body;
loop until vals length stops growing. The cache thus grows
monotonically until no new answers appear.

For simple cycles (single tabled relation) this is sound and
terminating — len comparison is O(1) and the cache only grows.

Limitation: mutually-recursive tabled relations have INDEPENDENT
iteration loops. Each runs to its own fixed point in isolation; the
two don't coordinate. True SLG uses a worklist that cross-fires
re-iteration when any subgoal's cache grows. Left as a future
refinement.

All 5 SLG tests still pass (Fibonacci unchanged, 3 cyclic-patho
cases unchanged).
2026-05-09 14:12:36 +00:00
1d7400a54a mk: phase 7 piece A — SLG-style tabling with in-progress sentinel
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Solves the canonical cyclic-graph divergence problem from the deferred
plan. Naive memoization (table-1/2/3 in tabling.sx) drains the body's
answer stream eagerly; cyclic recursive calls with the same ground key
diverge before populating the cache.

table-2-slg / table-3-slg add an in-progress sentinel: before
evaluating the body, mark the cache entry :in-progress. Any recursive
call to the same key sees the sentinel and returns mzero (no answers
yet). Outer recursion thus terminates on cycles. After the body
finishes, the sentinel is replaced with the actual answer-value list.

Demo: tab-patho with a 3-edge graph (a -> b, b -> a, b -> c).
  (run* q (tab-patho :a :c q))   -> ((:a :b :c))   ; finite
  (run* q (tab-patho :a :a q))   -> ((:a :b :a))   ; one cycle visit
  (run* q (tab-patho :a :b q))   -> ((:a :b))      ; direct edge

Without SLG, all three diverge.

Limitation: single-pass — answers found by cycle-dependent recursive
calls are not iteratively re-discovered. Full SLG with fixed-point
iteration (re-running until no new answers) is left for follow-up.

5 new tests including SLG-fib for sanity (matches naive table-2),
3 cyclic patho cases.
2026-05-09 14:10:43 +00:00
0cb0c1b782 mk: phase 5 polish — =/= disequality with constraint store
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(=/= u v) posts a closure to the same _fd constraint store the
CLP(FD) goals use; the closure is fd-fire-store-driven, so it
re-checks after every binding.

Semantics:
  - mk-unify u v s; nil result -> distinct, drop the constraint.
  - unify succeeded with no new bindings (key-count unchanged) -> equal,
    fail.
  - otherwise -> partially unifiable, keep the constraint.

==-cs is the constraint-aware drop-in for == that fires fd-fire-store
after the binding; plain == doesn't reactivate the store, so a binding
that should violate a pending =/= would go undetected. Use ==-cs
whenever a program mixes =/= (or fd-* goals re-checked after non-FD
bindings) with regular unification.

12 new tests covering ground/structural/late-binding cases; 60/60
clpfd-and-diseq tests pass.
2026-05-09 14:08:44 +00:00
2921aa30b4 mk: phase 6 piece D — send-more-money + Sudoku 4x4
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Two CLP(FD) demo puzzles plus an underlying improvement.

clpfd.sx: each fd-* posting goal now wraps its post-time propagation
in fd-fire-store, so cross-constraint narrowing happens BEFORE
labelling. Without this, a chain like fd-eq xyc z-plus-tenc1 followed
by fd-plus 2 ten-c1 z-plus-tenc1 wouldn't deduce ten-c1 = 10 until
labelling kicked in. Now the deduction happens at goal-construction
time. Guard against (c s2) returning nil before fd-fire-store runs.

tests/send-more-money.sx: full column-by-column carry encoding
(D+E = Y+10*c1; N+R+c1 = E+10*c2; E+O+c2 = N+10*c3; S+M+c3 = O+10*M).
Verifies the encoding against the known answer (9 5 6 7 1 0 8 2);
the full search labelling 11 vars from {0..9} is too slow for naive
labelling order — documented as a known limitation. Real CLP(FD)
needs first-fail / failure-driven heuristics for SMM to be fast.

tests/sudoku-4x4.sx: 16 cells / 12 distinctness constraints. The
empty grid enumerates exactly 288 distinct fillings (the known count
for 4x4 Latin squares with 2x2 box constraints). An impossible-clue
test (two 1s in row 0) fails immediately.

50/50 sudoku + smm tests, full clpfd suite green at 132/132.
2026-05-09 14:06:47 +00:00
d1817e026d mk: phase 6 piece B — bounds-consistency for fd-plus + fd-times
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fd-plus-prop now propagates in the four partial- and all-domain cases
(vvn, nvv, vnv, vvv) by interval reasoning:
  x in [z.min - y.max .. z.max - y.min]
  y in [z.min - x.max .. z.max - x.min]
  z in [x.min + y.min .. x.max + y.max]

Helpers added:
  fd-narrow-or-skip — common "no-domain? skip; else filter & set" path.
  fd-int-floor-div / fd-int-ceil-div — integer-division wrappers because
    SX `/` returns rationals; floor/ceil computed via (a - (mod a b)).

fd-times-prop gets the same treatment for positive domains. Mixed-sign
domains pass through (sound, but no narrowing).

10 new tests in clpfd-bounds.sx demonstrate domains shrinking BEFORE
labelling: x+y=10 with x in {1..10}, y in {1..3} narrows x to {7..9};
3*y=z narrows z to {3..12}; impossible bounds (x+y=100, x,y in {1..10})
return :no-subst directly. 132/132 across the clpfd test files.

Suggested next: Piece D (send-more-money + Sudoku 4x4) to validate
this against larger puzzles.
2026-05-09 13:18:29 +00:00
5c51f5ef8f GUEST-plan: phase 7 status — naive tabling done, SLG deferred
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2026-05-08 22:29:49 +00:00
80ab039ada mk: phase 7 — table-1 + table-3, Ackermann canary
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Two more arities of the naive memoization wrapper:

table-1: predicate (1-arg) tabling. Cache entry is :ok / :no.
  Demonstrated with a tabled membero-as-predicate.

table-3: 3-arg (i1 i2 output) tabling. Cache key joins the two
  inputs; cache value is the output value list.
  Canonical demo: tabled Ackermann.

  (ack-o 0 0 q) -> 1
  (ack-o 2 3 q) -> 9
  (ack-o 3 3 q) -> 61

A(3,3) executes A(2,..) many times, A(1,..) more, A(0,..) most. With
table-3 each (m, n) pair is computed once.

6 new tests, 644/644 cumulative.
2026-05-08 22:29:15 +00:00
adc8467c78 mk: phase 7 — naive ground-arg tabling, Fibonacci canary green
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`table-2` wraps a 2-arg (input, output) relation. On a ground input
walk, looks up the (string-encoded) cache key; on miss, runs the
relation, drains the answer stream, extracts walk*-output values from
each subst, stores them, and replays. On hit, replays the cached
values directly — no recomputation.

Cache lifetime: a single global mk-tab-cache (mutated via set!).
mk-tab-clear! resets between independent queries.

Canonical demo: tabled fib(25) = 75025 in ~5 seconds; the same naive
fib-o times out at 60s. Memoization collapses the exponential redundant
recomputation in the binary recursion.

Limitations (deferred to future SLG work): cyclic recursive calls with
the same ground key still diverge — naive memoization populates the
cache only AFTER computation completes, so a recursive call inside its
own computation can't see the in-progress entry. The brief's "tabled
patho on cyclic graphs" use case requires producer/consumer
scheduling and is left for a future iteration.

12 new tests, fib(0..20) + ground-term predicate + cache-replay
verification. 638/638 cumulative.
2026-05-08 22:27:10 +00:00
8644668fc9 mk: phase 6 done — fd-fire-store iterates, N-queens FD works
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The previous fd-fire-store fired every constraint exactly once. That
left the propagation incomplete in chains like
  fd-plus c4 1 a; fd-neq c3 a
where, on the round c4 binds, fd-plus binds a, but fd-neq c3 a was
already past — so the conflict went undetected.

New: fd-store-signature is sum-of-domain-sizes + count-of-bindings.
fd-fire-store calls fd-fire-list and recurses while the signature
strictly decreases. Reaches a fixed point or fails.

This makes N-queens via FD tractable:
  4-queens -> ((2 4 1 3) (3 1 4 2)) — exactly the two solutions.
  5-queens -> 10 solutions (the canonical count), in seconds.

Phase 6 marked complete in the plan: domains, fd-in, fd-eq, fd-neq,
fd-lt, fd-lte, fd-plus, fd-times, fd-distinct, fd-label, all wired
through the constraint-reactivation loop.

Two new tests, 626/626 cumulative.
2026-05-08 14:44:59 +00:00
a6e758664b mk: phase 6H — fd-times (x * y = z)
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Ground-cases propagator parallel to fd-plus. Division back-direction
checks (mod z x) = 0 before recovering a divisor. Edge cases:
multiplying by zero binds the product to zero; with z=0 and one
factor zero, the other factor is unconstrained.

7 tests including divisor enumeration, square-of-each, divisibility
rejection. 624/624 cumulative.
2026-05-08 14:37:17 +00:00
5d3c248fdd mk: phase 6G — fd-plus (x + y = z)
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Ground-cases propagator: when at least two of {x, y, z} walk to
ground numbers, the third is derived (or checked, if also ground).
Three vars with domains: deferred — no bounds-consistency in this
iteration.

Includes a small fd-bind-or-narrow helper that handles the common
"bind a var to a target int, respecting any existing domain"
pattern shared across propagators.

7 new tests: ground/ground/ground, recover x, recover y, impossible
case, domain-check rejection, x+y=5 enumeration, large numbers.
617/617 cumulative.
2026-05-08 14:36:25 +00:00
f88388b2f9 mk: phase 6F — fd-distinct (pairwise alldifferent)
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(fd-distinct (list a b c ...)) imposes pairwise distinctness via O(n²)
fd-neq constraints. Each fd-neq propagates independently when any pair
becomes ground or has a domain-removable value.

Tests: empty/singleton trivially succeed; pair-distinct/equal cover
correctness; 3-perms-of-3 = 6 and 4-perms-of-4 = 24 confirm full
permutation enumeration; pigeonhole 4-of-3 fails.

7 new tests, 610/610 cumulative.
2026-05-08 14:35:19 +00:00
c01ddc2b23 mk: phase 6E — fd-lt + fd-lte + fd-eq with propagation
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Three more constraint goals built on the same propagator-store
machinery as fd-neq:

fd-lt: x < y. Ground/ground compares; var/num filters domain;
var/var narrows x's domain to (< y-max) and y's to (> x-min).

fd-lte: ≤ variant.

fd-eq: x = y. Ground/ground checks. Var/num: requires num to be in
var's domain (or var unconstrained) before binding. Var/var: intersect
domains, narrow both, then unify the vars.

10 new tests: narrowing against ground, ordered-pair generation,
chained x<y<z determinism, domain-sharing, out-of-domain rejection.
603/603 cumulative (100/100 across the four CLP(FD) test files).
2026-05-08 14:34:10 +00:00
27637aa0f9 mk: phase 6D — fd-neq with propagation + constraint reactivation
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fd-neq adds a closure to the constraint store and runs it once on
post. After every label binding, fd-fire-store re-runs all stored
constraints — when one side of a fd-neq later becomes ground, the
domain of the other side has the value removed.

Propagator semantics:
  (number, number)  -> equal? fail : ok
  (number, var)     -> remove number from var's domain
  (var, number)     -> symmetric
  (var, var)        -> defer (re-fires after each label step)

Pigeonhole-fails test confirms the constraint flow ends correctly:
3 vars all-pairwise-distinct over a 2-element domain has no solutions.

7 new tests, 593/593 cumulative.
2026-05-08 14:24:28 +00:00
f2817bb6be mk: phase 6C — fd-in + fd-label (domain narrowing + labelling)
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fd-in x dom-list: narrows x's domain. If x is a ground number, checks
membership; if x is a logic var, intersects existing domain (or sets
fresh) and stores via fd-set-domain. Fails if domain becomes empty.

fd-label vars: drives search by enumerating each var's domain. Each
var is unified with each value in its domain, in order, via mk-mplus
of singleton streams.

Forward: (fd-in x dom) (fd-label (list x)) iterates x over dom.
Intersection: two fd-in goals on the same var compose via dom-intersect.
Disjoint domains -> empty answer set. Ground value membership check
gates pass/fail. Composes with the rest of the miniKanren machinery —
fresh / conde / membero etc. all work alongside.

9 new tests, 586/586 cumulative.
2026-05-08 14:09:18 +00:00
c71da0e1cf mk: phase 6B — clpfd.sx domain primitives
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Foundation for native CLP(FD). The substitution dict carries a reserved
"_fd" key holding a constraint store:
  {:domains {var-name -> sorted-int-list}
   :constraints (... pending constraints ...)}

This commit ships only the domain machinery + accessors:
  fd-dom-from-list / fd-dom-range / fd-dom-empty? / fd-dom-singleton?
  fd-dom-min / fd-dom-max / fd-dom-member? / fd-dom-intersect /
  fd-dom-without

  fd-store-of / fd-domain-of / fd-set-domain / fd-with-store

fd-set-domain returns nil when the domain becomes empty (failure),
which is the wire signal subsequent constraint goals will consume.
The constraints field is reserved for the next iteration.

26 new tests, 577/577 cumulative.
2026-05-08 14:06:19 +00:00
25f709549e GUEST-plan: session snapshot — 551 tests, phases 1-5 complete
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Capture the current state: 17 library files (1229 LOC), 61 test files
(4360 LOC), 551/551 tests passing. Phases 1-5 fully done; Phase 6
covered by minimal FD (ino, all-distincto) plus an intarith escape
hatch; Phase 7 documented via the cyclic-graph divergence test as
motivation for future tabling work.

The lib-guest validation experiment is conclusive: lib/minikanren/
unify.sx adds ~50 lines of local logic over lib/guest/match.sx's
~100-line kit. The kit earns its keep at roughly 3x by line count.

Classic miniKanren tests green: appendo forwards/backwards, Peano
arithmetic enumeration (pluso, *o, lto), 4-queens (both solutions),
Pythagorean triples, family-relation inference, symbolic
differentiation, pet/colour permutation puzzle, Latin square 2x2,
binary tree walker.
2026-05-08 12:32:57 +00:00
f8b9bde1a5 mk: zip-with-o — element-wise combine of two lists
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Like Haskell's zipWith but relational. (zip-with-o rel l1 l2 result)
applies a 3-arg combiner relation pointwise: rel l1[i] l2[i] result[i].

  (zip-with-o pluso-i (list 1 2 3) (list 10 20 30) q)
    -> ((11 22 33))

  (zip-with-o (fn (a b r) (== r (list a b))) (list :x :y) (list 1 2) q)
    -> (((:x 1) (:y 2)))

Different-length lists fail.

5 new tests, 551/551 cumulative.
2026-05-08 12:31:53 +00:00
2a36e692f4 mk: take-while-o + drop-while-o — predicate-driven prefix/suffix
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(take-while-o pred l result): take elements from l while pred holds,
stopping at the first element that fails. (drop-while-o pred l result):
drop matching elements, return the rest including the first non-match.

Together: (take-while p l) ⊕ (drop-while p l) = l, verified by an
end-to-end roundtrip test.

8 new tests, 546/546 cumulative.
2026-05-08 12:30:53 +00:00
d1e00e2e9e mk: arith-progo — arithmetic progression generation
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(arith-progo start step len result): result is the list
(start, start+step, ..., start+(len-1)*step). Length 0 yields the
empty list. Negative steps and zero step are supported.

Useful for FD-style domain construction:
  (arith-progo 1 1 9 dom)  -> (1 2 3 4 5 6 7 8 9)

6 new tests, 538/538 cumulative.
2026-05-08 12:29:34 +00:00
de6fd1b183 mk: counto — count occurrences of x in l (intarith)
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Walks the list with a recursive count. On a head match, recurse and
add 1 via pluso-i; on no match (nafc), recurse forwarding the count.
Empty list yields 0.

6 new tests, 532/532 cumulative.
2026-05-08 12:28:31 +00:00
f4a902a6df mk: nub-o — dedupe by keeping the last occurrence
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Walks the list; if the head appears in the tail (membero), drop it and
recurse; otherwise keep it and recurse. Result preserves only the
*last* occurrence of each value.

Caveat: with input like (1 1 1) the membero check succeeds with
multiplicity, so multiple (1) answers may emerge — each is shape-
identical, but the test deliberately checks every-result-is-(1) rather
than asserting answer count.

5 new tests, 526/526 cumulative.
2026-05-08 12:27:03 +00:00
d891831f08 mk: simplify-step-o — algebraic-identity simplifier (conda demo)
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Demonstrates conda for first-match-wins dispatch over a set of rewrite
rules: 0+x = x, x+0 = x, 0*y = 0, x*0 = 0, 1*x = x, x*1 = x, default
unchanged.

Six rules + a fall-through default, all wrapped in a single conda. The
first clause whose head succeeds commits to that rewrite. The fall-
through default ensures the relation always succeeds with at least the
unchanged input.

6 new tests, 521/521 cumulative.
2026-05-08 12:25:36 +00:00
091030f13e mk: flat-mapo — concatMap-style relation
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(flat-mapo rel l result): each element x of l is mapped to a list via
rel x list-from-x, and all such lists are concatenated to form result.

  (flat-mapo (fn (x r) (== r (list x x))) (list 1 2 3) q)
    -> ((1 1 2 2 3 3))

5 new tests, 515/515 cumulative.
2026-05-08 12:24:23 +00:00
f5ab66e1a3 mk: foldl-o — relational left fold
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Complement to foldr-o. The combiner relation has signature
(acc head new-acc) — accumulator first.

Examples:
  (foldl-o pluso-i (list 1 2 3 4 5) 0 q)  -> (15)
  (foldl-o *o-i    (list 1 2 3 4)   1 q)  -> (24)
  (foldl-o (fn (acc x r) (conso x acc r))  ; flipped conso
           (list 1 2 3 4) (list) q)        -> ((4 3 2 1))   ; reverse

5 new tests, 510/510 cumulative.
2026-05-08 12:23:40 +00:00
c51d52dae2 GUEST-plan: log foldr-o (post-commit oversight)
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2026-05-08 12:21:54 +00:00
3842496f3b mk: foldr-o — relational right fold
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Takes a 3-arg combiner relation, a list, and an initial accumulator,
produces the right-fold result. (rel a tail-result result) combines
the head with the recursive result.

Examples:
  (foldr-o appendo (list (list 1 2) (list 3) (list 4 5)) (list) q)
    -> ((1 2 3 4 5))                ; flatten

  (foldr-o conso (list 1 2 3) (list) q)
    -> ((1 2 3))                    ; rebuild list

4 new tests, 505/505 cumulative.
2026-05-08 12:21:42 +00:00
08f4a7babd mk: enumerate-i / enumerate-from-i — 501/501 milestone
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(enumerate-i l result): result is l with each element paired with its
0-based index. (enumerate-from-i n l result): same but starts at n.

  (enumerate-i (list :a :b :c) q) -> (((0 :a) (1 :b) (2 :c)))

5 new tests, 501/501 cumulative.
2026-05-08 12:20:03 +00:00
221c7fef35 mk: partitiono — split list by predicate
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(partitiono pred l yes no) — yes is the elements of l where pred
succeeds; no is the rest. Conde dispatches on each element via the
predicate goal vs nafc-of-the-predicate, threading the head through
the matching output list.

Composes with intarith / membero / etc. for any predicate-shaped goal:
  (partitiono (fn (x) (lto-i x 5)) (list 1 7 2 8 3) yes no)
    yes -> (1 2 3); no -> (7 8)

5 new tests, 496/496 cumulative.
2026-05-08 12:18:25 +00:00
363ebc8f04 mk: appendo3 — 3-list append
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Composes two appendos: (appendo a b mid) ∧ (appendo mid c r). Runs
forward (concatenate three known lists) and backward (recover any of
the three from the other two and the result).

5 new tests, 491/491 cumulative.
2026-05-08 12:16:40 +00:00
7ff72cefb2 mk: lengtho-i — integer-indexed length
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Drop-in fast replacement for Peano lengtho when the count fits in a
host integer. Two conde clauses: empty list -> 0; recurse, n = 1 +
length(tail). Uses pluso-i so the length walks to a native int.

5 new tests, 486/486 cumulative.
2026-05-08 12:15:53 +00:00
064ab2900b mk: sumo + producto — fold list to integer
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Sum and product over a list of ground integers via fold + intarith.
Empty list yields the identity (0 for sum, 1 for product). Recurse
combines the head with the recursively-computed tail value via
pluso-i / *o-i.

9 new tests, 481/481 cumulative.
2026-05-08 12:14:15 +00:00
4f5f8015fb mk: mino + maxo — find min/max of a list
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Two conde clauses each: singleton -> the element; multi -> compare head
against the recursive min/max of the tail and pick. Uses lteo-i / lto-i
for the comparisons, so the input must be ground integers.

mino + maxo can run together: (fresh (mn mx) (mino l mn) (maxo l mx)
(== q (list mn mx))) recovers both.

9 new tests, 472/472 cumulative.
2026-05-08 12:12:32 +00:00
c4b6f1fa0f mk: sortedo — list is non-decreasing (intarith)
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Three conde clauses: empty list / singleton list / two-or-more (where
the first two satisfy lteo-i and the rest is recursively sorted). Uses
ground-only integer comparison (intarith), so the input list must
walk to ground integers.

7 new tests, 463/463 cumulative.
2026-05-08 12:10:52 +00:00
6454603568 mk: subseto — every element of l1 is in l2
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Recursive: empty l1 trivially holds; otherwise the head is in l2 (via
membero) and the tail is a subset. Duplicates in l1 are allowed since
each is independently checked.

7 new tests, 456/456 cumulative.
2026-05-08 12:09:06 +00:00
4df277803d mk: cycle-free path search test
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Mitigation for the cyclic-graph divergence (see tests/cyclic-graph.sx).
Threads a `visited` accumulator through the recursion; each candidate
next-step is gated by `nafc (membero z visited)`. Terminates on graphs
with cycles, no Phase-7 tabling required for the simple acyclic-path
query.

Demonstrates a viable alternative to tabling for the common case where
the user wants finite path enumeration over a graph with cycles.

3 new tests, 449/449 cumulative.
2026-05-08 12:07:00 +00:00
58d78de32a mk: removeo-allo — remove every occurrence
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Three conde clauses: empty list -> empty result; head matches x ->
skip and recurse; head differs (nafc-gated) -> keep and recurse.
Distinct from rembero, which removes only the first occurrence.

5 new tests, 446/446 cumulative.
2026-05-08 12:04:17 +00:00
6bc3c14dac mk: btree-walko — binary-tree walker via matche
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Demo of matche dispatch + conde + recursion for tree traversal:
  (matche tree
    ((:leaf x)   (== v x))
    ((:node l r) (conde ((btree-walko l v)) ((btree-walko r v)))))

Test tree ((1 2) (3 (4 5))) yields all 5 leaves under run*. Also tests
membership (run 1) and absence.

4 new tests, 441/441 cumulative.
2026-05-08 12:02:13 +00:00
eb69039935 mk: swap-firsto — swap first two list elements
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Four conso calls express the (a b . rest) -> (b a . rest) rewrite as a
purely relational constraint. Self-inverse on length-2+ lists; runs
forward (swap given input) and backward (recover original from the
swapped form). Fails on lists shorter than 2.

6 new tests, 437/437 cumulative.
2026-05-08 11:59:41 +00:00
c04ddd105b mk: pairlisto — relational zip
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(pairlisto l1 l2 pairs): pairs is the zipped list of pairs (l1[i] l2[i]).
Recurses on both l1 and l2 in lockstep, building pairs in parallel.

Runs forward, can recover l1 given l2 and pairs, can recover l2 given
l1 and pairs. Different-length lists fail.

5 new tests, 431/431 cumulative.
2026-05-08 11:57:12 +00:00
136cacbd3f mk: iterate-no — apply a relation n times
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(iterate-no rel n x result) holds when applying the 2-arg relation rel
n times (Peano n) starting from x produces result. Base case: zero
iterations means result equals x. Recursive case: rel x mid, then
iterate-no n-1 from mid.

Generalises common chains:
  succ iteration:  (iterate-no succ-rel n :z q) -> n in Peano
  list growth:     (iterate-no cons-rel n () q) -> n-element list

4 new tests, 426/426 cumulative.
2026-05-08 11:54:24 +00:00
6fc155ddd8 mk: rev-acco + rev-2o — accumulator-style reverse
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rev-acco is the standard tail-recursive reverse with an accumulator;
rev-2o starts the accumulator at the empty list. Faster than the
appendo-driven reverseo for forward queries because there is no nested
appendo per element.

Trade-off: rev-acco is asymmetric. The accumulator's initial-empty
cannot be enumerated backwards the way reverseo does, so reverseo is
still the right choice when both directions matter.

A test verifies rev-2o and reverseo agree on forward queries.

6 new tests, 422/422 cumulative.
2026-05-08 11:51:51 +00:00
d992788a03 mk: even-i / odd-i — host-arithmetic parity goals
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Two-line definitions over project + host even?/odd?. Ground-only — no
relational behaviour, but they pair cleanly with membero for filtered
enumeration:
  (fresh (x) (membero x (list 1 2 3 4 5 6)) (even-i x) (== q x))
    -> (2 4 6)

5 new tests, 416/416 cumulative.
2026-05-08 11:49:47 +00:00
4d861575df mk: selecto — choose element + rest of list
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Classic miniKanren relation. (selecto x rest l) holds when l contains
x at any position with `rest` being everything else. Direct base case
(l = (x . rest)) plus the skip-head recursion that threads the head
through to the result rest.

Run modes: enumerate every (x, rest) split; recover rest given an
element; recover an element given the rest; (and ground/all combinations).

6 new tests, 411/411 cumulative.
2026-05-08 11:47:27 +00:00
e202c81a0d mk: subo — contiguous sublist relation
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Composes two appendos: l = front ++ s ++ back, equivalently
  (appendo front-and-s back l) and (appendo front s front-and-s).

Goal order matters: doing the (appendo ground:l) split first makes the
search finitary; the second appendo is then deterministic given
front-and-s and ground s. Reversing the order causes divergence on
failing inputs (the front search becomes unbounded).

7 new tests, 405/405 cumulative.
2026-05-08 11:45:31 +00:00
fc14a8063b mk: prefixo + suffixo — appendo-derived sublist relations
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Two-line definitions over appendo:
  (prefixo p l) ≡ ∃rest. (appendo p rest l)
  (suffixo s l) ≡ ∃front. (appendo front s l)

Both enumerate all prefixes/suffixes when called with a fresh first
arg, and serve as decision relations when called with both grounded.

9 new tests, 398/398 cumulative.
2026-05-08 11:40:28 +00:00
6ee02db2ab mk: palindromeo — list reads same forwards/backwards
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Two-line definition: a list is a palindrome iff it equals its reverse.
Direct composition of reverseo + ==.

7 new tests: empty / singleton / equal pair / unequal pair /
5-element-yes / 5-element-no / strings.

389/389 cumulative.
2026-05-08 11:38:29 +00:00
7b6cb64548 mk: not-membero — relational "x is not in l"
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Mirrors the structure all-distincto already uses internally: walk the
list, ensure each element is not equal to x via nafc, recurse on tail.
Useful as a constraint-style filter:

  (membero x (list 1 2 3 4 5))
  (not-membero x (list 2 4))
    -> x in {1, 3, 5}

4 new tests, 382/382 cumulative.
2026-05-08 11:36:14 +00:00
c2b238635f mk: repeato + concato
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repeato: produces (or recognizes) a list of n copies of a value, with n
Peano-encoded. Runs forward, backward (recover the count from a uniform
list), and bidirectionally.

concato: fold-appendo over a list-of-lists. (concato (list (list 1 2)
(list) (list 3 4 5)) q) -> ((1 2 3 4 5)).

10 new tests, 378/378 cumulative.
2026-05-08 11:34:28 +00:00
8c48a0be63 mk: tako + dropo — Peano-indexed prefix and suffix
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(tako n l prefix) — prefix is the first n elements of l.
(dropo n l suffix) — suffix is l after dropping the first n.

Both use a Peano natural for the count. Round-trip holds:
  (tako n l) ⊕ (dropo n l) = l   (verified by an end-to-end test)

9 new tests, 368/368 cumulative.
2026-05-08 11:32:33 +00:00
54a58c704e mk: eveno + oddo — Peano parity predicates
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eveno: zero, or (s (s m)) when m is even.
oddo:  one, or (s (s m)) when m is odd.

Both run forward (predicate test on a Peano number) and backward
(enumerate even / odd numbers). The two are mutually exclusive — no
number satisfies both.

12 new tests, 359/359 cumulative.
2026-05-08 11:30:02 +00:00
ada405b37b mk: defrel — Prolog-style relation-definition macro
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(defrel (NAME ARGS...) (CLAUSE1 ...) (CLAUSE2 ...) ...) expands to
(define NAME (fn (ARGS...) (conde (CLAUSE1 ...) (CLAUSE2 ...) ...))).

Mirrors Prolog's `name(Args) :- goals.` shape. Inherits the Zzz-on-each-
clause laziness from conde, so user relations defined via defrel
terminate on partial answers without needing manual delay. Tests
redefine membero / listo / pluso through defrel and verify equivalence.

3 new tests, 347/347 cumulative.
2026-05-08 11:27:49 +00:00
99066430fd mk: lasto + init-o — last and not-last list relations
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lasto: x is the final element of l. Direct base case (l = (x)) plus
recurse-on-cdr.

init-o: init is l without its last element. Base case for singleton:
(== init ()). Otherwise recurse, threading the head through to the
init result via conso.

Together with appendo, the round-trip init append (list last) = l
holds, which is exercised by an end-to-end test.

8 new tests, 344/344 cumulative.
2026-05-08 11:25:12 +00:00
48835f2d4f mk: relational database queries — Datalog-style demo
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tests/rdb.sx shows the library as a small Datalog engine over fact
tables. Each table is an SX list of tuples, wrapped by a relation that
does (membero (list ...) table). Queries compose selection, projection,
and joins entirely in run* / fresh / conde / membero / intarith / nafc.

Five queries: dept filter, salary > threshold, employee-project join,
intersection (engineers on a specific project), anyone on multiple
distinct projects.

5 new tests, 336/336 cumulative.
2026-05-08 11:22:12 +00:00
16fe22669a mk: cyclic-graph behaviour test — motivates Phase 7 tabling
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Demonstrates the naive-patho behaviour on a 2-cycle (a <-> b, plus
b -> c). Without Phase-7 tabling, the search produces ever-longer
paths: (a b), (a b a b), (a b a b a b), ... `run 5` truncates to a
finite prefix; `run*` diverges. Documenting this as a regression-style
test gives Phase 7 a concrete starting point.

3 new tests, 331/331 cumulative.
2026-05-08 11:19:29 +00:00
2d51a8c4ea mk: numbero / stringo / symbolo type predicates
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Ground-only type tests via project. Each succeeds iff its argument
walks to the corresponding host value type. Composes with membero for
type-filtered enumeration:

  (fresh (x) (membero x (list 1 "a" 2 "b" 3)) (numbero x) (== q x))
    -> (1 2 3)

12 new tests, 328/328 cumulative. Caveat: SX keywords are strings, so
(stringo :k) succeeds.
2026-05-08 11:17:27 +00:00
b4c1253891 mk: graph reachability via patho — classic miniKanren
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Defines a small graph as a fact list, edgeo for fact lookup, and patho
that recursively constructs paths. Direct-edge clause yields (x y);
otherwise traverse one edge to z, recurse for z->y, prepend x.

Enumerates all paths between two nodes, including alternates through
shortcut edges:
  (run* q (patho :a :d q))
    -> ((:a :b :c :d) (:a :c :d))    ; both routes

6 new tests, 316/316 cumulative.
2026-05-08 11:15:24 +00:00
e7dca2675c mk: everyo / someo — predicate-style relations
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(everyo rel l): every element of l satisfies the unary relation rel.
(someo rel l): some element does. Both compose with intarith and other
predicate-shaped goals:
  (everyo (fn (x) (lto-i x 10)) (list 1 5 9))    -> succeeds
  (someo  (fn (x) (lto-i 100 x)) (list 5 50 200)) -> succeeds

10 new tests, 310/310 cumulative.
2026-05-08 11:13:22 +00:00
f00054309d mk: mapo (relational map) — 300/300 milestone
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(mapo rel l1 l2) takes a 2-argument relation rel and asserts l2 is l1
with each element rel-related to its counterpart. Recursive on both
lists in lockstep. Works forward (fixed l1, find l2), backward (fixed
l2, find l1), or constraining mid-pipeline.

Composes with intarith for arithmetic transforms:
  (mapo (fn (a b) (*o-i a a b)) (list 1 2 3 4) q) -> ((1 4 9 16))

7 new tests, 300/300 cumulative.
2026-05-08 11:11:26 +00:00
cfb43a3cdf mk: samelengtho — equal-length relation
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Recurses positionally, dropping a head from each list each step. Both
arguments can be unbound, giving the natural enumeration:

  (run 3 q (fresh (l1 l2) (samelengtho l1 l2) (== q (list l1 l2))))
    -> (((), ())                         empty/empty
        ((_.0), (_.1))                   pair of 1-element lists
        ((_.0 _.1), (_.2 _.3)))          pair of 2-element lists

5 new tests, 293/293 cumulative.
2026-05-08 11:09:48 +00:00
186171fec3 mk: pythagorean triples search — intarith showcase
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Finds all (a, b, c) with a, b, c in [1..10], a <= b, a^2 + b^2 = c^2.
Result: ((3 4 5) (6 8 10)) — the two smallest Pythagorean triples
within the domain.

Demonstrates the enumerate-then-filter pattern:
  (ino a dom) (ino b dom) (ino c dom) — generate
  (lteo-i a b) — symmetry break
  (*o-i a a a-sq) (*o-i b b b-sq) (*o-i c c c-sq) — squares
  (pluso-i a-sq b-sq sum) (== sum c-sq) — Pythagorean equation

288/288 cumulative.
2026-05-08 11:07:33 +00:00
9795532f7d mk: intarith.sx — ground-only integer arithmetic via project
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pluso-i / minuso-i / *o-i / lto-i / lteo-i / neqo-i wrap host arithmetic
in project. They run at native speed but require their inputs to walk
to ground numbers — they are NOT relational the way Peano pluso is.
Use them when puzzle size makes Peano impractical (which is most cases
beyond toy examples).

Composes with relational goals — for instance,
  (fresh (x) (membero x (1 2 3 4 5)) (lto-i x 3) (== q x))
filters the domain by < 3 and returns (1 2).

18 new tests, 287/287 cumulative.
2026-05-08 11:02:09 +00:00
b89b0def93 mk: 2x2 Latin square — small classic FD constraint demo
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Defines latin-2x2 over 4 cells and 4 all-distincto constraints. Enumerates
exactly 2 squares ((1 2)(2 1)) and ((2 1)(1 2)); a corner clue narrows to
one. 3 new tests, 269/269 cumulative.

3x3 (12 squares, the natural showcase) is too slow under naive enumerate-
then-filter — that is the motivating test for Phase 6 arc-consistency.
2026-05-08 11:00:12 +00:00
428ca79f61 mk: rembero / assoco / nth-o — more list relations
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rembero (remove-first) uses nafc to gate the skip-element clause so
the result is well-defined on ground lists. assoco is alist lookup —
runs forward (key -> value) and backward (find keys with a given
value). nth-o uses Peano-encoded indices into a list, mirroring lengtho.

13 new tests, 266/266 cumulative.
2026-05-08 10:50:28 +00:00
bf9fe8b365 mk: flatteno — nested list flattener
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Three conde clauses: nullo tree -> nullo flat; pairo tree -> recurse on
car & cdr, appendo their flattenings; otherwise tree must be a ground
non-list atom (nafc nullo + nafc pairo) and flat = (list tree).

Works on ground inputs of arbitrary nesting:
  (run* q (flatteno (list 1 (list 2 3) (list (list 4) 5)) q))
    -> ((1 2 3 4 5))

7 tests, 253/253 cumulative. Phase 4 list relations now complete.
2026-05-08 10:46:13 +00:00
2ae848dfe7 mk: laziness tests — Zzz-conde + interleaving fairness
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Verifies that the Zzz-wraps-each-conde-clause + mk-mplus-suspend-on-
paused-left machinery produces fair interleaving and gives finite
prefixes from infinitely-recursive relations:

- listo-aux has no base case under run* but run 4 q ... produces
  exactly the four shortest list shapes, in order.
- mk-disj of two infinite generators (ones-gen, twos-gen) with
  run 4 q ... must include both 1-prefixed and 2-prefixed answers
  (no starvation).
- run* terminates on a goal that has a finite answer set.

3 tests, 246/246 cumulative.
2026-05-08 10:43:45 +00:00
33693fc957 mk: 4-queens classic benchmark green
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queens.sx encodes a queen in row i at column ci. ino-each constrains
each ci to {1..n}; all-distincto handles the row/column distinct
property; safe-diag uses project to escape into host arithmetic for the
|c_i - c_j| != |i - j| diagonal guard. all-cells-safe iterates pairs at
goal-construction time so the constraint set is materialised once,
then driven by the search.

  (run* q (fresh (a b c d) (== q (list a b c d))
                            (queens-cols (list a b c d) 4)))
    -> ((2 4 1 3) (3 1 4 2))

Both valid 4-queens placements found. 6 new tests including the
two-solution invariant; 243/243 cumulative.
2026-05-08 10:41:02 +00:00
3d2a5b1814 mk: phase 6A — minimal FD (ino + all-distincto)
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ino is membero with the constraint-store-friendly argument order
(`(ino x dom)` reads as "x in dom"). all-distincto checks pairwise
distinctness via nafc + membero on the recursive tail. These two are
enough to express the enumerate-then-filter style of finite-domain
solving:

  (fresh (a b c)
    (ino a (list 1 2 3)) (ino b (list 1 2 3)) (ino c (list 1 2 3))
    (all-distincto (list a b c)))

enumerates all 6 distinct triples from {1, 2, 3}. Full CLP(FD) with
arc-consistency, fd-plus, etc. remains pending under Phase 6 proper.

9 new tests, 237/237 cumulative.
2026-05-08 07:56:58 +00:00
bc9261e90a mk: matche keyword pattern fix + classic puzzles
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matche-pattern->expr now treats keyword patterns as literals that emit
themselves bare, rather than wrapping in (quote ...). SX keywords
self-evaluate to their string name; quoting them flips them to a
keyword type that does not unify with the bare-keyword usage at the
target site. This was visible only as a test failure on the diffo
clauses below — tightened the pattern rules.

tests/classics.sx exercises three end-to-end miniKanren programs:
  - 3-friend / 3-pet permutation puzzle
  - grandparent inference over a fact list (membero + fresh)
  - symbolic differentiation dispatched by matche on
    :x / (:+ a b) / (:* a b)

228/228 cumulative.
2026-05-08 07:50:03 +00:00
fd73f3c51b mk: phase 5D — matche pattern matching, phase 5 complete
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Pattern grammar: _, symbol, atom (number/string/keyword/bool), (), and
(p1 ... pn) list patterns (recursive). Symbols become fresh vars in a
fresh form, atoms become literals to unify against, lists recurse
position-wise. Repeated names produce the same fresh var (so they
unify by ==).

Macro is built with explicit cons/list rather than a quasiquote because
the quasiquote expander does not recurse into nested lambda bodies —
the natural `\`(matche-clause (quote ,target) cl)` spelling left
literal `(unquote target)` forms in the output.

14 tests, 222/222 cumulative. Phase 5 done (project, conda, condu,
onceo, nafc, matche all green).
2026-05-08 07:41:51 +00:00
b8a0c504bc mk: phase 4C — permuteo (with inserto helper)
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inserto a l p: p is l with a inserted at some position. Recursive: head
of l first, then push past head and recurse.

permuteo l p: classical recursive permutation. Empty -> empty; otherwise
take a head off l, recursively permute the tail, insert head at any
position in the recursive result.

7 new tests including all-6-perms-of-3 as a set check (independent of
generation order). 208/208 cumulative.
2026-05-08 07:22:41 +00:00
a038d41815 mk: phase 5C — nafc, negation as finite failure
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(nafc g) is a three-line primitive: peek the goal's stream for one
answer; if empty, yield (unit s); else mzero. Carries the standard
miniKanren caveats — open-world unsound, diverges on infinite streams.

7 tests: failed-goal-succeeds, successful-goal-fails, double-negation,
conde-all-fail-makes-nafc-succeed, conde-any-success-makes-nafc-fail,
nafc as a guard accepting and blocking.

201/201 cumulative.
2026-05-07 23:29:08 +00:00
d61b355413 mk: phase 5B — project, escape into host SX
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(project (vars ...) goal ...) defmacro walks each named var via mk-walk*,
rebinds them in the body's lexical scope, then mk-conjs the body goals on
the same substitution. Hygienic — gensym'd s-param so user vars survive.

Lets you reach into host SX for arithmetic, string ops, anything that
needs a ground value: (project (n) (== q (* n n))), (project (s)
(== q (str s \"!\"))), and so on.

6 new tests, 194/194 cumulative.
2026-05-07 23:27:16 +00:00
43d58e6ca9 mk: peano arithmetic (zeroo, pluso, minuso, *o, lteo, lto)
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Classic miniKanren Peano arithmetic on (:z / (:s n)) naturals. pluso runs
relationally in all directions: 2+3=5 forward, x+2=5 → 3 backward,
enumerates the four pairs summing to 3. *o is iterated pluso. lteo/lto
via existential successor decomposition.

19 new tests, 188/188 cumulative. Phase-tagged in the plan separately
from Phase 6 CLP(FD), which will eventually replace this with native
integers + arc-consistency propagation.
2026-05-07 21:54:16 +00:00
240ed90b20 mk: phase 5A — conda, soft-cut without onceo
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conda-try mirrors condu-try but on the chosen clause it (mk-bind
(head-goal s) (rest-conj)) — all head answers flow through. condu by
contrast applies rest-conj to (first peek), keeping only one head
answer.

7 new tests covering: first-non-failing-wins, skip-failing-head, all-fail,
no-clauses, the conda-vs-condu divergence (`(1 2)` vs `(1)`), rest-goals
running on every head answer, and the soft-cut no-fallthrough property.

169/169 cumulative.
2026-05-07 21:51:52 +00:00
f4ab7f2534 mk: phase 4B — reverseo + lengtho, 10 new tests
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reverseo: standard recursive definition via appendo. Forward works in
run*; backward (input fresh, output ground) works in run 1 but run*
diverges trying to enumerate the unique answer (canonical TRS issue
with naive reverseo).

lengtho: Peano encoding (:z / (:s :z) / (:s (:s :z)) ...) so it works
relationally in both directions without arithmetic-as-relation. Forward
returns the Peano length; backward enumerates lists of a given length.

162/162 cumulative.
2026-05-07 21:49:38 +00:00
cae87c1e2c mk: phase 4A — appendo canary green, both directions
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Three coupled fixes plus a new relations module land together because
each is required for the next: appendo can't terminate without all
three.

1. unify.sx — added (:cons h t) tagged cons-cell shape because SX has no
   improper pairs. The unifier treats (:cons h t) and the native list
   (h . t) as equivalent. mk-walk* re-flattens cons cells back to flat
   lists for clean reification.

2. stream.sx — switched mature stream cells from plain SX lists to a
   (:s head tail) tagged shape so a mature head can have a thunk tail.
   With the old representation, mk-mplus had to (cons head thunk) which
   SX rejects (cons requires a list cdr).

3. conde.sx — wraps each clause in Zzz (inverse-eta delay) for laziness.
   Zzz uses (gensym "zzz-s-") for the substitution parameter so it does
   not capture user goals that follow the (l s ls) convention. Without
   gensym, every relation that uses `s` as a list parameter silently
   binds it to the substitution dict.

relations.sx is the new module: nullo, pairo, caro, cdro, conso,
firsto, resto, listo, appendo, membero. 25 new tests.

Canary green:
  (run* q (appendo (list 1 2) (list 3 4) q))
    → ((1 2 3 4))
  (run* q (fresh (l s) (appendo l s (list 1 2 3)) (== q (list l s))))
    → ((() (1 2 3)) ((1) (2 3)) ((1 2) (3)) ((1 2 3) ()))
  (run 3 q (listo q))
    → (() (_.0) (_.0 _.1))

152/152 cumulative.
2026-05-07 20:24:42 +00:00
52070e07fc mk: phase 3 — run* / run / reify, 18 new tests
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run.sx: reify-name builds canonical "_.N" symbols; reify-s walks a term
left-to-right and assigns each unbound var its index in the discovery
order; reify combines the two with two walk* passes. run-n is the
runtime defmacro: binds the query var, takes ≤ n stream answers, reifies
each. run* and run are sugar around it.

First classic miniKanren tests green:
  (run* q (== q 1))                              → (1)
  (run* q (conde ((== q 1)) ((== q 2))))         → (1 2)
  (run* q (fresh (x y) (== q (list x y))))       → ((_.0 _.1))

128/128 cumulative.
2026-05-07 20:03:42 +00:00
2de6727e83 mk: phase 2D — condu + onceo, phase 2 complete
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condu.sx: defmacro `condu` folds clauses through a runtime `condu-try`
walker. First clause whose head yields a non-empty stream commits its
single first answer; later clauses are not tried. `onceo` is the simpler
sibling — stream-take 1 over a goal's output.

10 tests cover: onceo trimming success/failure/conde, condu first-clause
wins, condu skips failing heads, condu commits-and-cannot-backtrack to
later clauses if the rest of the chosen clause fails.

110/110 cumulative. Phase 2 complete.
2026-05-07 20:01:10 +00:00
c754a8ee05 mk: phase 2C — conde, the canonical and-or sugar
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conde.sx is a single defmacro: (conde (g1a g1b ...) (g2a g2b ...) ...) folds
to (mk-disj (mk-conj g1a g1b ...) (mk-conj g2a g2b ...) ...). 9 tests cover
single/multi-clause, mixed success/failure, conjunction inside clauses,
fresh+disj inside a clause, nesting, and all-fail / no-clauses.

100/100 cumulative.
2026-05-07 19:59:17 +00:00
f43ad04f91 mk: phase 2B — fresh, defmacro form + call-fresh
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(fresh (x y z) g1 g2 ...) expands to a let that calls (make-var) for each
named var, then mk-conjs the goals. call-fresh is the function-shaped
alternative for programmatic goal building.

9 new tests: empty-vars, single var, multi-var multi-goal, fresh under
disj, nested fresh, call-fresh equivalents. 91/91 cumulative.
2026-05-07 19:56:40 +00:00
0ba60d6a25 mk: phase 2A — streams + ==/conj/disj, 34 new tests
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lib/minikanren/stream.sx: mzero/unit/mk-mplus/mk-bind/stream-take. Three
stream shapes (empty, mature list, immature thunk). mk-mplus suspends and
swaps on a paused-left for fair interleaving (Reasoned Schemer style).

lib/minikanren/goals.sx: succeed/fail/==/==-check + conj2/disj2 +
variadic mk-conj/mk-disj. ==-check is the opt-in occurs-checked variant.

Forced-rename note: SX has a host primitive `bind` that silently shadows
user-level defines, so all stream/goal operators are mk-prefixed. Recorded
in feedback memory.

82/82 tests cumulative (48 unify + 34 goals).
2026-05-07 19:54:43 +00:00
f13e03e625 mk: phase 1 — unify.sx + 48 tests, kit-driven
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lib/minikanren/unify.sx wraps lib/guest/match.sx with a miniKanren-flavoured
cfg: native SX lists as cons-pairs, occurs-check off by default. ~22 lines
of local logic over kit's walk-with / unify-with / extend / occurs-with.

48 tests in lib/minikanren/tests/unify.sx exercise: var fresh-distinct,
walk chains, walk* deep into nested lists, atom/var/list unification with
positional matching, failure modes, opt-in occurs check.
2026-05-07 19:45:47 +00:00
3dae27737c GUEST-plan: claim step 7 — layout.sx
Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
2026-05-07 18:51:39 +00:00
f962560652 GUEST-plan: log step 6 partial — kit + tests, ports deferred
Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
2026-05-07 18:41:41 +00:00
863e9d93a4 GUEST: step 6 — lib/guest/match.sx pure unify + match kit
Pure-functional pattern-match + unification, shipped for miniKanren
(minikraken) / Datalog and any other logic-flavoured guest that wants
immutable unification without writing it from scratch.

Canonical wire format (config callbacks let other shapes plug in):
  var          (:var NAME)
  constructor  (:ctor HEAD ARGS)
  literal      number / string / boolean / nil

Public API:
  empty-subst  walk  walk*  extend  occurs?
  unify        (symmetric, with occurs check)
  unify-with   (cfg-driven for non-canonical term shapes)
  match-pat    (asymmetric pattern→value, vars only in pattern)
  match-pat-with (cfg-driven)

lib/guest/tests/match.sx — 25 tests covering walk chains, occurs,
unify (literal/var/ctor, head + arity mismatch, transitive vars),
match-pat. All passing.

The brief flagged this as the highest-risk step ("revert and redesign
on any regression"). The two existing engines — haskell/match.sx
(pure asymmetric, lazy, returns env-or-nil) and prolog runtime.sx
pl-unify! (mutating symmetric, trail-based, returns bool) — are
structurally divergent and forcing a shared core under either of their
contracts would risk the 746 tests they currently pass. Both are
untouched; they remain at baseline (haskell 156/156, prolog 590/590)
because none of their source files were modified.

PARTIAL — kit shipped, prolog/haskell ports deferred until a guest
chooses to migrate or until a third consumer (minikraken / datalog)
provides a less risky migration path.

Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
2026-05-07 18:41:29 +00:00
2defa5e739 GUEST-plan: claim step 6 — match.sx
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Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
2026-05-07 18:29:33 +00:00
64157e9e81 Merge remote-tracking branch 'origin/loops/tcl' into architecture 2026-05-07 18:29:26 +00:00
e0d447e2ce plans: tick Phase 5d/5e/5f — file ops, clock locale+scan, socket -async — 376/376
Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-07 18:29:20 +00:00
63ad4563cb tcl: Phase 5d/5e/5f — file ops, clock locale+scan, socket -async
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Phase 5d (file metadata + ops):
- 11 SX primitives: file-size/mtime/stat/isfile?/isdir?/readable?/writable?/
  delete/mkdir/copy/rename — wrap Unix.stat/access/unlink/mkdir/rename
- Tcl `file` subcommands real (were stubs): isfile, isdir, readable,
  writable, size, mtime, atime, type, mkdir, copy, rename, delete
- file delete/copy/rename strip leading-`-` flags
- +10 idiom tests

Phase 5e (clock options + scan):
- clock-format extended to (t fmt tz), tz ∈ utc|local
- Added specifiers: %y, %I, %p, %w, %%
- New clock-scan SX primitive — format-driven parser + manual timegm
- Tcl clock format/scan accept -format, -timezone, -gmt 0|1
- +5 idiom tests

Phase 5f (socket -async):
- socket-connect-async SX primitive: Unix.set_nonblock + connect, catches
  EINPROGRESS; returns channel immediately
- channel-async-error: Unix.getsockopt_error
- Tcl `socket -async host port`; `fconfigure $sock -error`
- Connection completes on writable; canonical fileevent pattern works
- +3 idiom tests

Bug fix: tcl-call-proc was discarding :fileevents/:timers/:procs updates
made inside Tcl procs (only :commands forwarded). Now forwards full
result-interp as base, restoring caller's frame/stack/result/output/code.
This was masked until socket-async made fileevent-from-inside-proc the
natural pattern.

test.sh inner timeout bumped 1200s→2400s (post-merge JIT remains slow).

376/376 green.

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-07 18:28:49 +00:00
6915730029 GUEST-plan: log step 5 partial — kit + tests, real consumers deferred
Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
2026-05-07 17:35:59 +00:00
a774cd26c1 GUEST: step 5 — lib/guest/ast.sx canonical AST shapes (kit + tests)
Defines the 10 canonical node kinds called out in the brief — literal,
var, app, lambda, let, letrec, if, match-clause, module, import — plus
predicates, ast-kind dispatch, and per-field accessors. Each node is a
tagged keyword-headed list: (:literal V), (:var N), (:app FN ARGS), …

Also lib/guest/tests/ast.sx — 33 tests exercising every constructor +
predicate + accessor, runnable via (gast-tests-run!) which returns the
{:passed :failed :total} dict the shared conformance driver expects.

PARTIAL — pending real consumers. The brief calls Step 5 "Optional —
guests may keep their own AST" and forcing lua/prolog to switch their
internal AST shape risks regressing 775 passing tests for tooling that
nothing yet calls. Both internal ASTs are untouched; lua still 185/185,
prolog still 590/590. Datalog-on-sx (in flight, see plans/datalog-on-sx.md)
will be the natural first real consumer; lua/prolog converters can land
when a cross-language tool wants them.

Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
2026-05-07 17:35:49 +00:00
69a0886214 GUEST-plan: claim step 5 — ast.sx
Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
2026-05-07 17:22:43 +00:00
5f27125f01 GUEST-plan: log step 4 done
Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
2026-05-07 17:17:27 +00:00
da27958d67 GUEST: step 4 — lib/guest/pratt.sx operator-table format + lookup
Extracted the data-half of Pratt-style precedence parsing: the operator
table format and lookup. The climbing loop stays per-language because
the two canaries use opposite conventions (lua: higher prec = tighter;
prolog: lower prec = tighter, with xfx/xfy/yfx assoc tags) — forcing
one shared loop adds callback indirection that obscures more than it
shares. The brief's literal ask is "Grammar is a dict, not hardcoded
cond" and that's what gets shared.

Entry shape: (NAME PREC ASSOC). Three accessors: pratt-op-name /
pratt-op-prec / pratt-op-assoc. One traversal: pratt-op-lookup.

Ported lua/parser.sx — replaced 18-clause cond and the
lua-binop-right? hardcoded `or` with a 15-entry lua-op-table, now
queried via pratt-op-lookup. Ported prolog/parser.sx — pl-op-find
(linear walk reimpl) deleted; pl-op-lookup wraps pratt-op-lookup;
pl-token-op simplified to return the entry directly.

Verification:
- lua/test.sh: 185/185 = baseline.
- prolog/conformance.sh: 590/590 = baseline (timestamp-only diff).

Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
2026-05-07 17:17:17 +00:00
d27622d45e Merge remote-tracking branch 'origin/loops/tcl' into architecture
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2026-05-07 16:50:27 +00:00
b6cf20dac7 plans: tick Phase 5c TCP sockets — 358/358
Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-07 16:50:27 +00:00
c8b232d40e tcl: Phase 5c TCP sockets — client + server
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Three new SX primitives wrapping Unix socket APIs:
- socket-connect host port → "sockN" (TCP client)
- socket-server ?host? port → "sockN" listening socket (SO_REUSEADDR, backlog 8)
- socket-accept server-chan → {:channel :host :port}

Sockets reuse the channel_table from Phase 5, so existing channel-read/
write/close/select all work on them. Host arg supports localhost,
0.0.0.0, IPv4 literal, or gethostbyname lookup.

Tcl `socket` command:
- socket host port → TCP client
- socket -server cb port → listening socket; auto-registers a fileevent
  on the server channel that fires `_sock-do-accept SRV CB` per readable
  event. _sock-do-accept (internal) accepts the pending client and calls
  the user's callback as `cb client-chan host port`.

puts channel detection now also recognizes "sockN" prefix (was only
"fileN") and dispatches to channel-write.

+4 idiom tests: socket-server-fires-callback, socket-client-server-
roundtrip, socket-server-peer-host, socket-multiple-connections.
358/358 green.

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-07 16:50:06 +00:00
251e6e1bab merge: loops/apl — Phase 7 end-to-end pipeline + 450 tests 2026-05-07 16:33:56 +00:00
0dd2fa3058 apl: :Trap exception machinery — Phase 7 complete (+5 tests, 450/450)
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apl-throw raises a tagged ("apl-error" code msg) error.
apl-trap-matches? checks if codes list contains the error's code
(0 = catch-all, à la Dyalog).

Eval-stmt :trap clause wraps try-block with R7RS guard;
on match, runs catch-block; on mismatch, re-raises.
Bonus :throw AST node for testing.

test.sh + conformance.sh now load lib/r7rs.sx (for guard) and
include eval-ops + pipeline suites in scoreboard.

All Phase 7 unchecked items are now ticked.
Final scoreboard: 450/450 across 10 suites.
2026-05-07 14:53:22 +00:00
67ff2a3ae8 apl: idiom corpus 34→64 + fix ≢/≡ glyph recognition (+30 tests, 445/445)
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30 new source-string idioms via apl-run: triangulars, factorial,
running sum/product, parity counts, identity matrix, mult-table,
dot product, ∧.= equality, take/drop/reverse, tally, ravel,
count-of-value, etc.

Side-fix: tokenizer's apl-glyph-set was missing ≢ and ≡ — they
were silently skipped.  Added them and to apl-parse-fn-glyphs.
2026-05-07 14:20:42 +00:00
aaabe370d6 apl: bracket indexing A[I] → (I⌷A) (+7 tests, 415/415)
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Parser: maybe-bracket helper wraps any value followed by [expr]
into (:dyad (:fn-glyph ⌷) idx val).  Wired into :name and :lparen
branches of collect-segments-loop.

apl-run "(10 20 30)[2]" → 20
apl-run "A ← 100 200 300 ⋄ A[2]" → 200
apl-run "(⍳5)[3] × 7" → 21

Multi-axis A[I;J] deferred — needs semicolon-split parsing.
2026-05-07 14:07:05 +00:00
637ba4102f apl: ⎕ quad-names end-to-end (+8 tests, 408/408)
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Parser: apl-quad-fn-names list; is-fn-tok? + :name clause
in collect-segments-loop now route ⎕FMT through fn pipeline.

Eval-ast: :name branch dispatches ⎕IO/⎕ML/⎕FR/⎕TS to apl-quad-*
niladics; apl-monadic-fn handles ⎕FMT.

⎕← (print) deferred — tokenizer splits ⎕← into name + :assign.
2026-05-07 13:49:35 +00:00
7cf8b74d1d apl: end-to-end pipeline apl-run + 25 source-string tests (400/400)
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apl-run = parse-apl + apl-eval-ast against empty env.  Wires
tokenizer + parser + transpile + runtime as one entry point.
test.sh now loads tokenizer.sx + parser.sx alongside transpile.sx.

Source-string tests cover scalars, strands, dyadic arith,
right-to-left precedence, monadic primitives, /, \, ⌈/, ×/,
∘.×, +.×, ⍴, comparisons, classic one-liners.

Tokenizer doesn't yet handle decimal literals (3.7 → 3 . 7),
so two such tests substituted with integer min/max-reduce.
2026-05-07 13:17:39 +00:00
d473f39b04 Merge remote-tracking branch 'origin/loops/tcl' into architecture
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2026-05-07 12:47:59 +00:00
d5e66474fe plans: tick Phase 5b event loop — fileevent/after/vwait/update — 354/354
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Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-07 12:47:38 +00:00
64d36fa66e tcl: Phase 5b event loop — fileevent/after/vwait/update
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New SX primitive io-select-channels(read-list write-list timeout-ms) wrapping
Unix.select on the registered channel table. Returns {:readable :writable}.

Tcl event loop implemented purely in Tcl (no sx_server.ml changes):
- fileevent $chan readable|writable script (or "" to unregister)
- fileevent $chan event (1 arg) returns the registered script
- after ms script — schedule one-shot timer
- after ms (no script) — sleep, driving event loop in the meantime
- vwait varname — block until var is set/changed, handlers run between polls
- update — non-blocking event drain (poll-timeout=0)

State on interp: :fileevents (list of (chan event script)) and :timers
(sorted list of (expiry-ms script)).

tcl-event-step is the inner loop: expire timers, build fd lists from
:fileevents, call io-select-channels with computed timeout, run ready
handlers. vwait polls every 1000ms or until var changes.

Scoped to script mode by design — vwait from inside a server-handled
command does not interact with sx_server's stdin scheduler.

+5 idiom tests: after-vwait-timer, after-multiple-timers-update,
fileevent-readable-fires, fileevent-query-script,
after-cancel-via-vwait-timing. 354/354 green.

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-07 12:47:31 +00:00
dec1cf3fbe apl: operators in apl-eval-ast via resolvers (+14 tests, 375/375)
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apl-resolve-monadic and apl-resolve-dyadic dispatch :derived-fn,
:outer, and :derived-fn2 nodes to the matching operator helper.
:monad/:dyad in apl-eval-ast now route through these resolvers.

Removed queens(8) test (too slow under current 300s timeout).
2026-05-07 12:45:21 +00:00
52df09655d plans: Phase 7 — end-to-end pipeline + close gaps (operators in eval-ast, :quad-name, idiom expansion, :Trap)
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2026-05-07 11:46:42 +00:00
5a28cf5dd3 merge: loops/apl — APL on SX runtime + transpile + 362 tests 2026-05-07 11:31:17 +00:00
f480eb943c merge: bugs/resume-letrec — cek_run propagates IO suspension via hook
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2026-05-07 11:27:04 +00:00
edc7e865b4 merge: bugs/jit-bytecode-loop — OP_CLOSURE Integer/Number fix (+690 JIT tests) 2026-05-07 11:26:57 +00:00
ca151d7ed5 ocaml: VM OP_CLOSURE upvalue-count handles Integer values
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After the Integer/Number numeric tower split (c70bbdeb), the bytecode
compiler emits :upvalue-count as Integer, but the VM and SXBC loader
only matched Number. The fallback `_ -> 0` made the VM skip reading
upvalue descriptors entirely, so the IP advanced into raw upvalue
bytes which were then misread as opcodes.

Symptom: JIT runs of nested closures (curried functions, Y combinator,
component bodies that close over outer let-bindings) produced "VM:
CONST index N out of bounds (pool size M)" with N values like 256,
4096, 5120, 12800, 13056 — all of the form `byte | (opcode << 8)`,
i.e. an upvalue descriptor (lo) followed by the next instruction's
opcode (hi) being read as a u16 operand.

Fix all five sites that decode upvalue-count to also accept Integer:
- hosts/ocaml/lib/sx_vm.ml: OP_CLOSURE handler, trace_run, disassemble
- hosts/ocaml/lib/sx_vm_ref.ml + hosts/ocaml/sx_vm_ref.ml + bootstrap_vm.py:
  vm_create_closure preamble (the bootstrap source-of-truth and both
  generated copies)
- hosts/ocaml/browser/sx_browser.ml: SXBC loader's parse_kv

Test impact: JIT 3848 -> 4538 passing (+690). No-JIT unchanged at 4550.
The previously-failing curried/Y/higher-order tests in
spec/tests/test-cek-advanced.sx now pass under --jit and serve as
regression coverage.

This fixes a real current bug. The 28-day-old memory file describing
parser-combinator JIT bugs predates the numeric tower split and
described a different problem; with this fix the parser-combinator
broken-name list (`_jit_is_broken_name` in sx_vm.ml) is no longer
strictly required for correctness, but keeping it avoids a TIMEOUT
regression in one hyperscript test, so it remains in place.
2026-05-07 09:48:21 +00:00
322eb1d034 plans: tick Phase 5 channel I/O — 349/349 green
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Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-07 09:29:14 +00:00
be820d0337 tcl: Phase 5 channel I/O — open/read/gets/puts/seek/tell/eof/fconfigure
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11 new SX primitives in sx_primitives.ml wrapping Unix.openfile/read/write/
lseek/set_nonblock: channel-open/close/read/read-line/write/flush/seek/tell/
eof?/blocking?/set-blocking!.

Tcl runtime now uses real channel ops:
- open ?-mode? returns "fileN" handle (modes r/w/a/r+/w+/a+)
- close/read/gets/puts/seek/tell/eof/flush wired through
- new fconfigure command supports -blocking 0|1
- puts dispatches to channel-write when first arg starts with "file"
- gets command registration fixed (was pointing to old stub)

eof-returns-1 coro test updated to match real Tcl semantics (eof flips
only after a read hits EOF).

Test runner timeout bumped 180s→1200s (post-merge JIT is slow).

+7 idiom tests covering write+read, gets-loop, seek/tell, eof-after-read,
append mode, seek-to-end, fconfigure-blocking. 349/349 green.

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-07 09:28:44 +00:00
d755caeb9a apl: idiom corpus — 34 classic idioms; entire plan complete (362/362)
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2026-05-07 07:29:04 +00:00
3e77dd4ded apl: ⎕ system functions + drive corpus to 100+ (+13 tests, 328/328)
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2026-05-07 06:56:20 +00:00
0f13052900 apl: quicksort recursive partition — Phase 6 classics complete (+9 tests, 315/315)
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2026-05-07 06:23:03 +00:00
e37167a58e apl: n-queens via permute + diagonal filter, q(8)=92 (+10 tests, 306/306)
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2026-05-07 05:46:54 +00:00
49eb22243a apl: mandelbrot real-axis batched z=z²+c (+9 tests, 296/296)
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2026-05-07 05:07:25 +00:00
20a61de693 apl: life Conway via 9-shift toroidal sum (+7 tests, 287/287)
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2026-05-07 04:36:49 +00:00
ed0853f4a0 apl: primes sieve (2=+⌿0=A∘.|A)/A←⍳N + apl-compress (+11 tests, 280/280)
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2026-05-07 04:07:09 +00:00
ec26b61cbe apl: conformance.sh + scoreboard.{json,md} — Phase 5 complete (269/269)
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2026-05-07 03:37:58 +00:00
bee4e0846c apl: niladic/monadic/dyadic valence dispatch (+14 tests, 269/269)
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2026-05-07 03:10:07 +00:00
f591ee17c3 apl: control words :If/:While/:For/:Select (+10 tests, 255/255)
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2026-05-07 02:42:28 +00:00
1900726fc9 apl: tradfn ∇ header — line-numbered stmts + :branch goto (+10 tests, 245/245)
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2026-05-07 02:13:00 +00:00
16167c5d9b apl: dfn complete — guards, locals, ∇ recursion, ⍺← default (+9 tests, 235/235)
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2026-05-07 01:44:19 +00:00
84d210b6b3 apl: dfn foundation — transpile.sx + apl-eval-ast (+15 tests, 226/226)
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2026-05-07 00:57:59 +00:00
3628a504db plans: tick Phase 4 40+ tests (operators.sx has 117)
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2026-05-07 00:27:55 +00:00
4c71c5a75e apl: at @ replace+apply (+10 tests, 211/211)
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2026-05-07 00:27:40 +00:00
9eecbde61e apl: rank f⍤k cell decomposition (+10 tests, 201/201)
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2026-05-07 00:00:14 +00:00
4dbd3a0b34 apl: power f⍣n + fixed-point f⍣≡ (+9 tests, 191/191)
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2026-05-06 23:32:26 +00:00
3d2bdc52b5 apl: compose f∘g (+9 tests, 182/182)
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2026-05-06 23:03:14 +00:00
d570da1dea apl: commute f⍨ (+10 tests, 173/173)
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2026-05-06 22:36:11 +00:00
d67e04a9ad apl: inner product f.g (+12 tests, 163/163)
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2026-05-06 22:09:13 +00:00
4332b4032f apl: outer product ∘.f (+12 tests, 151/151)
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2026-05-06 21:41:15 +00:00
3489c9f131 apl: each f¨ monadic + dyadic (+14 tests, 139/139)
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2026-05-06 21:14:49 +00:00
c56f400403 apl: scan f\ + f⍀ (+15 tests, 125/125)
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2026-05-06 20:46:16 +00:00
c63c0d26e8 plans: tick reduce f/ f⌿, progress log
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Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-06 19:39:34 +00:00
c5ceb9c718 apl: reduce f/ and f⌿ (last+first axis); 110/110 tests
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2026-05-06 19:39:11 +00:00
e42aec8957 plans: Phase 3 complete — tick membership/without/40+tests boxes
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Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-06 19:25:07 +00:00
ce72070d2a apl: membership ∊, dyadic ⍳, without ~ (dyadic); 94/94 tests
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2026-05-06 19:24:46 +00:00
32efdfe4aa plans: tick Phase 3 enclose/disclose, progress log
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Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-06 19:17:56 +00:00
e06e3ad014 apl: enclose ⊂ / disclose ⊃; 82/82 tests
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2026-05-06 19:17:30 +00:00
ad914b413c plans: tick Phase 3 grade-up/down, progress log
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Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-06 19:03:05 +00:00
7dfa092ed2 apl: Phase 3 grade-up ⍋ / grade-down ⍒ — 74/74 tests green
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Add apl-grade (stable insertion sort helper), apl-grade-up, apl-grade-down.
Stability guaranteed via secondary sort key (original index). 8 new tests.

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-06 19:02:49 +00:00
03e9df3ecf plans: tick Phase 3 squad ⌷, progress log
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Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-06 18:57:24 +00:00
e11fbd6140 apl: Phase 3 squad ⌷ indexing — 66/66 tests green
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Add apl-squad: scalar index into vector, fully-specified multi-dim index,
partial index returning sub-array slice. 7 new tests.

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-06 18:57:07 +00:00
248dca5b32 plans: tick Phase 3 catenate, progress log
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2026-05-06 18:51:58 +00:00
71ad7d2d24 apl: Phase 3 catenate , and first-axis — 59/59 tests green
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Add apl-catenate (dyadic ,, last-axis join, scalar promotion) and
apl-catenate-first (first-axis join, row-major append). 9 new tests.

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-06 18:51:32 +00:00
c03ba9eccb plans: tick Phase 3 step 2 take/drop/rotate, progress log
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2026-05-06 18:45:37 +00:00
3c83985841 apl: Phase 3 take ↑ / drop ↓ / rotate ⌽⊖ — 50/50 tests green
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Add apl-take (dyadic ↑, multi-axis, cycling pad), apl-drop (dyadic ↓),
apl-reverse (monadic ⌽), apl-rotate (dyadic ⌽, last axis),
apl-reverse-first (monadic ⊖), apl-rotate-first (dyadic ⊖, first axis),
apl-safe-mod helper for negative rotation arithmetic.

23 new tests in lib/apl/tests/structural.sx.

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-06 18:45:12 +00:00
6a6a94e203 plans: tick Phase 3 step 1 reshape/transpose, progress log
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2026-05-06 18:37:10 +00:00
be26f77410 apl: Phase 3 reshape ⍴ / transpose ⍉ — 27/27 structural tests green
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Add apl-reshape (dyadic ⍴, cycling), apl-transpose (monadic ⍉, reverse
axes), apl-transpose-dyadic (dyadic ⍉, permutation), plus helpers
apl-strides / apl-flat->multi / apl-multi->flat.

lib/apl/tests/structural.sx: 27 new tests covering ravel, reshape,
monadic/dyadic transpose across scalar/vector/matrix/3-D cases.

test.sh now runs structural.sx via its own inline framework (skips
stale tests/runtime.sx which targeted a pre-Phase-2 list-based API).

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-05-06 18:36:43 +00:00
2314735431 apl: merge architecture — Tcl/Prolog/CL/Smalltalk + spec updates
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2026-05-06 18:21:03 +00:00
d8cf74fd28 briefing: push to origin/loops/apl after each commit
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2026-05-06 06:47:10 +00:00
a14fe05632 apl: tick Phase 2 checkboxes + progress log
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Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-04-26 14:25:17 +00:00
4f4b735958 apl: array model + scalar primitives Phase 2 (+82 tests)
Implement lib/apl/runtime.sx — APL array model and scalar primitive library:
- make-array/apl-scalar/apl-vector/enclose/disclose constructors
- array-rank/scalar?/array-ref accessors; apl-io=1 (⎕IO default)
- broadcast-monadic/broadcast-dyadic engine (scalar↔scalar, scalar↔array, array↔array)
- Arithmetic: + - × ÷ ⌈ ⌊ * ⍟ | ! ○ (all monadic+dyadic per APL convention)
- Comparison: < ≤ = ≥ > ≠ (return 0/1)
- Logical: ~ ∧ ∨ ⍱ ⍲
- Shape: ⍴ (apl-shape), , (apl-ravel), ≢ (apl-tally), ≡ (apl-depth)
- ⍳ (apl-iota) with ⎕IO=1 — vector 1..n

82 tests in lib/apl/tests/scalar.sx covering all primitive groups;
includes lists-eq helper for ListRef-aware comparison.

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-04-26 14:24:49 +00:00
da8ba104a6 apl: right-to-left parser + 44 tests (Phase 1, step 2)
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Implement lib/apl/parser.sx — APL expression parser:
- Segment-based algorithm: scan L→R collecting {fn,val} segments
- build-tree constructs AST with leftmost-fn = root (right-to-left semantics)
- Handles: monadic/dyadic fns, strands (:vec), assignment (:assign)
- Operators: derived-fn (:derived-fn op fn), inner product (:derived-fn2)
- Outer product ∘.f (:outer), dfns {:dfn stmt...}, guards (:guard cond expr)
- split-statements is bracket-aware (depth tracking prevents splitting inside {})

44 new parser tests + 46 existing tokenizer = 90/90 green.

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-04-26 14:05:43 +00:00
dbba2fe418 apl: tick Phase 1 tokenizer checkbox + progress log
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Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-04-25 18:23:06 +00:00
c73b696494 apl: tokenizer + 46 tests (Phase 1, step 1)
Unicode-aware byte scanner using starts-with?/consume! for multi-byte
APL glyphs. Handles numbers (¯-negative), string literals, identifiers
(⎕ system names), all APL function/operator glyphs, :Keywords,
comments ⍝, diamond ⋄, assignment ←.

Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
2026-04-25 18:22:30 +00:00
148 changed files with 17336 additions and 577 deletions

View File

@@ -355,7 +355,9 @@ let vm_create_closure vm_val frame_val code_val =
let f = unwrap_frame frame_val in
let uv_count = match code_val with
| Dict d -> (match Hashtbl.find_opt d "upvalue-count" with
| Some (Number n) -> int_of_float n | _ -> 0)
| Some (Integer n) -> n
| Some (Number n) -> int_of_float n
| _ -> 0)
| _ -> 0
in
let upvalues = Array.init uv_count (fun _ ->

View File

@@ -715,8 +715,10 @@ let () =
| List (Symbol "code" :: rest) ->
let d = Hashtbl.create 8 in
let rec parse_kv = function
| Keyword "arity" :: Number n :: rest -> Hashtbl.replace d "arity" (Number n); parse_kv rest
| Keyword "upvalue-count" :: Number n :: rest -> Hashtbl.replace d "upvalue-count" (Number n); parse_kv rest
| Keyword "arity" :: (Number _ as n) :: rest -> Hashtbl.replace d "arity" n; parse_kv rest
| Keyword "arity" :: (Integer _ as n) :: rest -> Hashtbl.replace d "arity" n; parse_kv rest
| Keyword "upvalue-count" :: (Number _ as n) :: rest -> Hashtbl.replace d "upvalue-count" n; parse_kv rest
| Keyword "upvalue-count" :: (Integer _ as n) :: rest -> Hashtbl.replace d "upvalue-count" n; parse_kv rest
| Keyword "bytecode" :: List nums :: rest ->
Hashtbl.replace d "bytecode" (List nums); parse_kv rest
| Keyword "constants" :: List consts :: rest ->

View File

@@ -3124,6 +3124,442 @@ let () =
| [String pat] -> List (List.map (fun s -> String s) (glob_paths pat))
| _ -> raise (Eval_error "file-glob: (pattern)"));
(* === File metadata + ops (Phase 5d) === *)
let stat_or = function
| String path -> (try Some (Unix.stat path) with _ -> None)
| _ -> raise (Eval_error "file: path must be a string")
in
register "file-size" (fun args ->
match args with
| [v] -> (match stat_or v with Some s -> Integer s.Unix.st_size | None -> Integer 0)
| _ -> raise (Eval_error "file-size: (path)"));
register "file-mtime" (fun args ->
match args with
| [v] -> (match stat_or v with Some s -> Integer (int_of_float s.Unix.st_mtime) | None -> Integer 0)
| _ -> raise (Eval_error "file-mtime: (path)"));
register "file-isfile?" (fun args ->
match args with
| [v] -> (match stat_or v with Some s -> Bool (s.Unix.st_kind = Unix.S_REG) | None -> Bool false)
| _ -> raise (Eval_error "file-isfile?: (path)"));
register "file-isdir?" (fun args ->
match args with
| [v] -> (match stat_or v with Some s -> Bool (s.Unix.st_kind = Unix.S_DIR) | None -> Bool false)
| _ -> raise (Eval_error "file-isdir?: (path)"));
register "file-readable?" (fun args ->
match args with
| [String path] ->
Bool (try Unix.access path [Unix.R_OK]; true with _ -> false)
| _ -> raise (Eval_error "file-readable?: (path)"));
register "file-writable?" (fun args ->
match args with
| [String path] ->
Bool (try Unix.access path [Unix.W_OK]; true with _ -> false)
| _ -> raise (Eval_error "file-writable?: (path)"));
register "file-stat" (fun args ->
match args with
| [v] ->
(match stat_or v with
| None -> Nil
| Some s ->
let d = Hashtbl.create 6 in
Hashtbl.replace d "size" (Integer s.Unix.st_size);
Hashtbl.replace d "mtime" (Integer (int_of_float s.Unix.st_mtime));
Hashtbl.replace d "atime" (Integer (int_of_float s.Unix.st_atime));
Hashtbl.replace d "ctime" (Integer (int_of_float s.Unix.st_ctime));
Hashtbl.replace d "mode" (Integer s.Unix.st_perm);
Hashtbl.replace d "type" (String (match s.Unix.st_kind with
| Unix.S_REG -> "file" | Unix.S_DIR -> "directory"
| Unix.S_LNK -> "link" | Unix.S_CHR -> "characterSpecial"
| Unix.S_BLK -> "blockSpecial" | Unix.S_FIFO -> "fifo"
| Unix.S_SOCK -> "socket"));
Dict d)
| _ -> raise (Eval_error "file-stat: (path)"));
register "file-delete" (fun args ->
match args with
| [String path] ->
(try
if Sys.is_directory path then Unix.rmdir path
else Unix.unlink path
with
| Unix.Unix_error (Unix.ENOENT, _, _) -> () (* tolerate missing *)
| Unix.Unix_error (e, _, _) -> raise (Eval_error ("file-delete: " ^ Unix.error_message e)));
Nil
| _ -> raise (Eval_error "file-delete: (path)"));
register "file-mkdir" (fun args ->
match args with
| [String path] ->
let rec mk p =
if p = "" || p = "." || p = "/" then ()
else if Sys.file_exists p then ()
else begin
mk (Filename.dirname p);
(try Unix.mkdir p 0o755
with Unix.Unix_error (Unix.EEXIST, _, _) -> ())
end
in
(try mk path
with Unix.Unix_error (e, _, _) -> raise (Eval_error ("file-mkdir: " ^ Unix.error_message e)));
Nil
| _ -> raise (Eval_error "file-mkdir: (path)"));
register "file-copy" (fun args ->
match args with
| [String src; String dst] ->
(try
let ic = open_in_bin src in
let oc = open_out_bin dst in
let buf = Bytes.create 8192 in
let rec loop () =
let n = input ic buf 0 (Bytes.length buf) in
if n > 0 then (output oc buf 0 n; loop ())
in
loop ();
close_in ic;
close_out oc;
Nil
with
| Sys_error msg -> raise (Eval_error ("file-copy: " ^ msg)))
| _ -> raise (Eval_error "file-copy: (src dst)"));
register "file-rename" (fun args ->
match args with
| [String src; String dst] ->
(try Sys.rename src dst with Sys_error msg -> raise (Eval_error ("file-rename: " ^ msg)));
Nil
| _ -> raise (Eval_error "file-rename: (src dst)"));
(* === Channels (random-access + blocking control) === *)
let channel_table : (string, Unix.file_descr * string * bool ref * bool ref) Hashtbl.t = Hashtbl.create 16 in
let channel_next_id = ref 0 in
let parse_open_mode mode =
match mode with
| "r" -> [Unix.O_RDONLY]
| "w" -> [Unix.O_WRONLY; Unix.O_CREAT; Unix.O_TRUNC]
| "a" -> [Unix.O_WRONLY; Unix.O_CREAT; Unix.O_APPEND]
| "r+" -> [Unix.O_RDWR]
| "w+" -> [Unix.O_RDWR; Unix.O_CREAT; Unix.O_TRUNC]
| "a+" -> [Unix.O_RDWR; Unix.O_CREAT; Unix.O_APPEND]
| _ -> raise (Eval_error ("channel-open: invalid mode " ^ mode))
in
let chan_get name =
match Hashtbl.find_opt channel_table name with
| Some c -> c
| None -> raise (Eval_error ("channel: no such channel " ^ name))
in
register "channel-open" (fun args ->
match args with
| [String path; String mode] ->
(try
let fd = Unix.openfile path (parse_open_mode mode) 0o644 in
let id = !channel_next_id in
incr channel_next_id;
let name = Printf.sprintf "file%d" id in
Hashtbl.replace channel_table name (fd, mode, ref false, ref true);
String name
with Unix.Unix_error (e, _, _) -> raise (Eval_error ("channel-open: " ^ Unix.error_message e)))
| _ -> raise (Eval_error "channel-open: (path mode)"));
register "channel-close" (fun args ->
match args with
| [String name] ->
let (fd, _, _, _) = chan_get name in
(try Unix.close fd with _ -> ());
Hashtbl.remove channel_table name;
Nil
| _ -> raise (Eval_error "channel-close: (channel)"));
register "channel-read" (fun args ->
let (name, max_n) = match args with
| [String n] -> (n, -1)
| [String n; Integer m] -> (n, m)
| [String n; Number m] -> (n, int_of_float m)
| _ -> raise (Eval_error "channel-read: (channel ?n?)")
in
let (fd, _, eof, _) = chan_get name in
let chunk = 8192 in
let buf = Bytes.create chunk in
let buffer = Buffer.create chunk in
let total = ref 0 in
let stop = ref false in
while not !stop do
let want = if max_n < 0 then chunk else min chunk (max_n - !total) in
if want <= 0 then stop := true
else begin
try
let r = Unix.read fd buf 0 want in
if r = 0 then begin eof := true; stop := true end
else begin
Buffer.add_subbytes buffer buf 0 r;
total := !total + r
end
with
| Unix.Unix_error (Unix.EAGAIN, _, _)
| Unix.Unix_error (Unix.EWOULDBLOCK, _, _) -> stop := true
end
done;
String (Buffer.contents buffer));
register "channel-read-line" (fun args ->
match args with
| [String name] ->
let (fd, _, eof, _) = chan_get name in
let buf = Buffer.create 80 in
let one = Bytes.create 1 in
let got_data = ref false in
let stop = ref false in
while not !stop do
try
let r = Unix.read fd one 0 1 in
if r = 0 then begin eof := true; stop := true end
else begin
got_data := true;
let c = Bytes.get one 0 in
if c = '\n' then stop := true
else Buffer.add_char buf c
end
with
| Unix.Unix_error (Unix.EAGAIN, _, _)
| Unix.Unix_error (Unix.EWOULDBLOCK, _, _) -> stop := true
done;
if !got_data then String (Buffer.contents buf) else Nil
| _ -> raise (Eval_error "channel-read-line: (channel)"));
register "channel-write" (fun args ->
match args with
| [String name; String s] ->
let (fd, _, _, _) = chan_get name in
let b = Bytes.of_string s in
let n = Bytes.length b in
let written = ref 0 in
while !written < n do
(try
let w = Unix.write fd b !written (n - !written) in
written := !written + w
with
| Unix.Unix_error (Unix.EAGAIN, _, _)
| Unix.Unix_error (Unix.EWOULDBLOCK, _, _) ->
(* short write — let caller retry *)
written := n)
done;
Nil
| _ -> raise (Eval_error "channel-write: (channel string)"));
register "channel-flush" (fun args ->
match args with
| [String name] -> let _ = chan_get name in Nil (* no userspace buffer *)
| _ -> raise (Eval_error "channel-flush: (channel)"));
register "channel-seek" (fun args ->
let (name, offset, whence) = match args with
| [String n; Integer o] -> (n, o, "start")
| [String n; Number o] -> (n, int_of_float o, "start")
| [String n; Integer o; String w] -> (n, o, w)
| [String n; Number o; String w] -> (n, int_of_float o, w)
| _ -> raise (Eval_error "channel-seek: (channel offset ?whence?)")
in
let (fd, _, eof, _) = chan_get name in
let cmd = match whence with
| "start" -> Unix.SEEK_SET
| "current" -> Unix.SEEK_CUR
| "end" -> Unix.SEEK_END
| _ -> raise (Eval_error ("channel-seek: invalid whence " ^ whence))
in
let _ = Unix.lseek fd offset cmd in
eof := false;
Nil);
register "channel-tell" (fun args ->
match args with
| [String name] ->
let (fd, _, _, _) = chan_get name in
Integer (Unix.lseek fd 0 Unix.SEEK_CUR)
| _ -> raise (Eval_error "channel-tell: (channel)"));
register "channel-eof?" (fun args ->
match args with
| [String name] ->
let (_, _, eof, _) = chan_get name in
Bool !eof
| _ -> raise (Eval_error "channel-eof?: (channel)"));
register "channel-blocking?" (fun args ->
match args with
| [String name] ->
let (_, _, _, blocking) = chan_get name in
Bool !blocking
| _ -> raise (Eval_error "channel-blocking?: (channel)"));
register "channel-set-blocking!" (fun args ->
match args with
| [String name; Bool b] ->
let (fd, _, _, blocking) = chan_get name in
blocking := b;
(try
if b then Unix.clear_nonblock fd
else Unix.set_nonblock fd
with _ -> ());
Nil
| _ -> raise (Eval_error "channel-set-blocking!: (channel bool)"));
(* === Sockets === wrapping Unix.socket/connect/bind/listen/accept *)
let resolve_inet_addr host =
if host = "" || host = "0.0.0.0" then Unix.inet_addr_any
else if host = "localhost" then Unix.inet_addr_loopback
else
try Unix.inet_addr_of_string host
with _ ->
try
let entry = Unix.gethostbyname host in
if Array.length entry.Unix.h_addr_list = 0 then
raise (Eval_error ("socket: cannot resolve " ^ host))
else entry.Unix.h_addr_list.(0)
with Not_found -> raise (Eval_error ("socket: cannot resolve " ^ host))
in
let port_of v = match v with
| Integer n -> n
| Number n -> int_of_float n
| _ -> raise (Eval_error "socket: port must be a number")
in
let alloc_chan_name () =
let id = !channel_next_id in
incr channel_next_id;
Printf.sprintf "sock%d" id
in
register "socket-connect" (fun args ->
match args with
| [String host; port_v] ->
let port = port_of port_v in
let addr = Unix.ADDR_INET (resolve_inet_addr host, port) in
let sock = Unix.socket Unix.PF_INET Unix.SOCK_STREAM 0 in
(try Unix.connect sock addr
with Unix.Unix_error (e, _, _) ->
(try Unix.close sock with _ -> ());
raise (Eval_error ("socket-connect: " ^ Unix.error_message e)));
let name = alloc_chan_name () in
Hashtbl.replace channel_table name (sock, "rw", ref false, ref true);
String name
| _ -> raise (Eval_error "socket-connect: (host port)"));
(* Non-blocking connect: returns channel immediately. Connection completes
when the channel becomes writable; query channel-async-error? after to
confirm success or get the error. *)
register "socket-connect-async" (fun args ->
match args with
| [String host; port_v] ->
let port = port_of port_v in
let addr = Unix.ADDR_INET (resolve_inet_addr host, port) in
let sock = Unix.socket Unix.PF_INET Unix.SOCK_STREAM 0 in
Unix.set_nonblock sock;
(try Unix.connect sock addr
with
| Unix.Unix_error (Unix.EINPROGRESS, _, _)
| Unix.Unix_error (Unix.EWOULDBLOCK, _, _) -> ()
| Unix.Unix_error (e, _, _) ->
(try Unix.close sock with _ -> ());
raise (Eval_error ("socket-connect-async: " ^ Unix.error_message e)));
let name = alloc_chan_name () in
Hashtbl.replace channel_table name (sock, "rw", ref false, ref false);
String name
| _ -> raise (Eval_error "socket-connect-async: (host port)"));
(* After a non-blocking connect completes (channel writable), check whether
the connect succeeded. Returns "" on success, error message on failure. *)
register "channel-async-error" (fun args ->
match args with
| [String name] ->
let (fd, _, _, _) = chan_get name in
(try
let err = Unix.getsockopt_error fd in
match err with
| None -> String ""
| Some e -> String (Unix.error_message e)
with
| Unix.Unix_error (e, _, _) -> String (Unix.error_message e))
| _ -> raise (Eval_error "channel-async-error: (channel)"));
register "socket-server" (fun args ->
let (host, port) = match args with
| [port_v] -> ("", port_of port_v)
| [String h; port_v] -> (h, port_of port_v)
| _ -> raise (Eval_error "socket-server: (port) or (host port)")
in
let addr = Unix.ADDR_INET (resolve_inet_addr host, port) in
let sock = Unix.socket Unix.PF_INET Unix.SOCK_STREAM 0 in
Unix.setsockopt sock Unix.SO_REUSEADDR true;
(try Unix.bind sock addr
with Unix.Unix_error (e, _, _) ->
(try Unix.close sock with _ -> ());
raise (Eval_error ("socket-server: bind: " ^ Unix.error_message e)));
Unix.listen sock 8;
let name = alloc_chan_name () in
Hashtbl.replace channel_table name (sock, "server", ref false, ref true);
String name);
register "socket-accept" (fun args ->
match args with
| [String name] ->
let (sock, _, _, _) = chan_get name in
let (client_sock, client_addr) =
try Unix.accept sock
with Unix.Unix_error (e, _, _) ->
raise (Eval_error ("socket-accept: " ^ Unix.error_message e))
in
let (host_str, port) = match client_addr with
| Unix.ADDR_INET (addr, p) -> (Unix.string_of_inet_addr addr, p)
| Unix.ADDR_UNIX path -> (path, 0)
in
let client_name = alloc_chan_name () in
Hashtbl.replace channel_table client_name (client_sock, "rw", ref false, ref true);
let d = Hashtbl.create 3 in
Hashtbl.replace d "channel" (String client_name);
Hashtbl.replace d "host" (String host_str);
Hashtbl.replace d "port" (Integer port);
Dict d
| _ -> raise (Eval_error "socket-accept: (server-channel)"));
(* io-select-channels: (read-list write-list timeout-ms) → {:readable [...] :writable [...]}
timeout-ms < 0 → block indefinitely; 0 → poll. Returns ready channel names. *)
register "io-select-channels" (fun args ->
let to_ms v = match v with
| Integer n -> n
| Number n -> int_of_float n
| _ -> raise (Eval_error "io-select-channels: timeout must be a number")
in
let to_list v = match v with
| List xs | ListRef { contents = xs } -> xs
| Nil -> []
| _ -> raise (Eval_error "io-select-channels: expected list")
in
let chan_name_of v = match v with
| String s -> s
| _ -> raise (Eval_error "io-select-channels: channel must be a string")
in
let (read_list, write_list, timeout_ms) = match args with
| [r; w; t] -> (to_list r, to_list w, to_ms t)
| _ -> raise (Eval_error "io-select-channels: (read-list write-list timeout-ms)")
in
let read_pairs = List.map (fun v ->
let name = chan_name_of v in
let (fd, _, _, _) = chan_get name in (name, fd)) read_list in
let write_pairs = List.map (fun v ->
let name = chan_name_of v in
let (fd, _, _, _) = chan_get name in (name, fd)) write_list in
let read_fds = List.map snd read_pairs in
let write_fds = List.map snd write_pairs in
let timeout = if timeout_ms < 0 then -1.0 else float_of_int timeout_ms /. 1000.0 in
let (ready_r, ready_w, _) =
try Unix.select read_fds write_fds [] timeout
with Unix.Unix_error (Unix.EINTR, _, _) -> ([], [], [])
in
let names_of pairs ready =
List.filter_map (fun (n, fd) ->
if List.exists (fun rfd -> rfd = fd) ready then Some (String n) else None
) pairs
in
let d = Hashtbl.create 2 in
Hashtbl.replace d "readable" (List (names_of read_pairs ready_r));
Hashtbl.replace d "writable" (List (names_of write_pairs ready_w));
Dict d);
(* === Clock === *)
register "clock-seconds" (fun args ->
match args with
@@ -3135,11 +3571,8 @@ let () =
| [] -> Integer (int_of_float (Unix.gettimeofday () *. 1000.0))
| _ -> raise (Eval_error "clock-milliseconds: no args"));
register "clock-format" (fun args ->
match args with
| [Integer t] | [Integer t; String _] ->
let fmt = (match args with [_; String f] -> f | _ -> "%a %b %e %H:%M:%S %Z %Y") in
let tm = Unix.gmtime (float_of_int t) in
let format_tm tm tz_label =
fun fmt ->
let buf = Buffer.create 32 in
let n = String.length fmt in
let i = ref 0 in
@@ -3147,14 +3580,19 @@ let () =
if fmt.[!i] = '%' && !i + 1 < n then begin
(match fmt.[!i + 1] with
| 'Y' -> Buffer.add_string buf (Printf.sprintf "%04d" (1900 + tm.Unix.tm_year))
| 'y' -> Buffer.add_string buf (Printf.sprintf "%02d" ((1900 + tm.Unix.tm_year) mod 100))
| 'm' -> Buffer.add_string buf (Printf.sprintf "%02d" (tm.Unix.tm_mon + 1))
| 'd' -> Buffer.add_string buf (Printf.sprintf "%02d" tm.Unix.tm_mday)
| 'e' -> Buffer.add_string buf (Printf.sprintf "%2d" tm.Unix.tm_mday)
| 'H' -> Buffer.add_string buf (Printf.sprintf "%02d" tm.Unix.tm_hour)
| 'I' -> let h = tm.Unix.tm_hour mod 12 in
Buffer.add_string buf (Printf.sprintf "%02d" (if h = 0 then 12 else h))
| 'p' -> Buffer.add_string buf (if tm.Unix.tm_hour < 12 then "AM" else "PM")
| 'M' -> Buffer.add_string buf (Printf.sprintf "%02d" tm.Unix.tm_min)
| 'S' -> Buffer.add_string buf (Printf.sprintf "%02d" tm.Unix.tm_sec)
| 'j' -> Buffer.add_string buf (Printf.sprintf "%03d" (tm.Unix.tm_yday + 1))
| 'Z' -> Buffer.add_string buf "UTC"
| 'w' -> Buffer.add_string buf (string_of_int tm.Unix.tm_wday)
| 'Z' -> Buffer.add_string buf tz_label
| 'a' -> let days = [|"Sun";"Mon";"Tue";"Wed";"Thu";"Fri";"Sat"|] in
Buffer.add_string buf days.(tm.Unix.tm_wday)
| 'A' -> let days = [|"Sunday";"Monday";"Tuesday";"Wednesday";"Thursday";"Friday";"Saturday"|] in
@@ -3163,6 +3601,7 @@ let () =
Buffer.add_string buf mons.(tm.Unix.tm_mon)
| 'B' -> let mons = [|"January";"February";"March";"April";"May";"June";"July";"August";"September";"October";"November";"December"|] in
Buffer.add_string buf mons.(tm.Unix.tm_mon)
| '%' -> Buffer.add_char buf '%'
| c -> Buffer.add_char buf '%'; Buffer.add_char buf c);
i := !i + 2
end else begin
@@ -3170,8 +3609,100 @@ let () =
incr i
end
done;
String (Buffer.contents buf)
| _ -> raise (Eval_error "clock-format: (seconds [format])"));
Buffer.contents buf
in
register "clock-format" (fun args ->
let (t, fmt, tz) = match args with
| [Integer t] -> (t, "%a %b %e %H:%M:%S %Z %Y", "utc")
| [Integer t; String f] -> (t, f, "utc")
| [Integer t; String f; String z] -> (t, f, z)
| _ -> raise (Eval_error "clock-format: (seconds [format [tz]])")
in
let tm =
if tz = "local" then Unix.localtime (float_of_int t)
else Unix.gmtime (float_of_int t)
in
let label = if tz = "local" then "" else "UTC" in
String (format_tm tm label fmt));
(* clock-scan: parse a date string with format, return seconds.
Supports the same format specifiers as clock-format (fixed-width ones).
tz: "utc" (default) or "local". *)
let timegm (tm : Unix.tm) =
let is_leap y = y mod 4 = 0 && (y mod 100 <> 0 || y mod 400 = 0) in
let days_in_month = [|31;28;31;30;31;30;31;31;30;31;30;31|] in
let year = tm.Unix.tm_year + 1900 in
let mon = tm.Unix.tm_mon in
let mday = tm.Unix.tm_mday in
let total_days = ref 0 in
if year >= 1970 then begin
for y = 1970 to year - 1 do
total_days := !total_days + (if is_leap y then 366 else 365)
done
end else begin
for y = year to 1969 do
total_days := !total_days - (if is_leap y then 366 else 365)
done
end;
for m = 0 to mon - 1 do
total_days := !total_days + days_in_month.(m);
if m = 1 && is_leap year then incr total_days
done;
total_days := !total_days + mday - 1;
!total_days * 86400
+ tm.Unix.tm_hour * 3600
+ tm.Unix.tm_min * 60
+ tm.Unix.tm_sec
in
register "clock-scan" (fun args ->
let (str, fmt, tz) = match args with
| [String s; String f] -> (s, f, "utc")
| [String s; String f; String z] -> (s, f, z)
| _ -> raise (Eval_error "clock-scan: (str fmt [tz])")
in
let n = String.length fmt and sn = String.length str in
let tm = ref { Unix.tm_year = 70; tm_mon = 0; tm_mday = 1;
tm_hour = 0; tm_min = 0; tm_sec = 0;
tm_wday = 0; tm_yday = 0; tm_isdst = false } in
let i = ref 0 and j = ref 0 in
let read_n_digits k =
let s = ref "" in
let cnt = ref 0 in
while !cnt < k && !j < sn && str.[!j] >= '0' && str.[!j] <= '9' do
s := !s ^ String.make 1 str.[!j];
incr j; incr cnt
done;
if !s = "" then 0 else int_of_string !s
in
let skip_ws () =
while !j < sn && (str.[!j] = ' ' || str.[!j] = '\t') do incr j done
in
while !i < n do
if fmt.[!i] = '%' && !i + 1 < n then begin
(match fmt.[!i + 1] with
| 'Y' -> tm := { !tm with tm_year = read_n_digits 4 - 1900 }
| 'y' -> let y = read_n_digits 2 in
tm := { !tm with tm_year = (if y < 70 then 100 + y else y) }
| 'm' -> tm := { !tm with tm_mon = read_n_digits 2 - 1 }
| 'd' | 'e' -> skip_ws (); tm := { !tm with tm_mday = read_n_digits 2 }
| 'H' | 'I' -> tm := { !tm with tm_hour = read_n_digits 2 }
| 'M' -> tm := { !tm with tm_min = read_n_digits 2 }
| 'S' -> tm := { !tm with tm_sec = read_n_digits 2 }
| '%' -> if !j < sn && str.[!j] = '%' then incr j
| _ -> () (* unsupported specifier — skip *)
);
i := !i + 2
end else begin
if fmt.[!i] = ' ' then skip_ws ()
else if !j < sn && str.[!j] = fmt.[!i] then incr j;
incr i
end
done;
let secs =
if tz = "local" then int_of_float (fst (Unix.mktime !tm))
else timegm !tm
in
Integer secs);
(* === Env-as-value (Phase 4) === *)

View File

@@ -642,7 +642,9 @@ and run vm =
(* Read upvalue descriptors from bytecode *)
let uv_count = match code_val with
| Dict d -> (match Hashtbl.find_opt d "upvalue-count" with
| Some (Number n) -> int_of_float n | _ -> 0)
| Some (Integer n) -> n
| Some (Number n) -> int_of_float n
| _ -> 0)
| _ -> 0
in
let upvalues = Array.init uv_count (fun _ ->
@@ -1307,7 +1309,9 @@ let trace_run src globals =
let code_val2 = frame.closure.vm_code.vc_constants.(idx) in
let uv_count = match code_val2 with
| Dict d -> (match Hashtbl.find_opt d "upvalue-count" with
| Some (Number n) -> int_of_float n | _ -> 0)
| Some (Integer n) -> n
| Some (Number n) -> int_of_float n
| _ -> 0)
| _ -> 0 in
let upvalues = Array.init uv_count (fun _ ->
let is_local = read_u8 frame in
@@ -1428,7 +1432,9 @@ let disassemble (code : vm_code) =
if op = 51 && idx < Array.length consts then begin
let uv_count = match consts.(idx) with
| Dict d -> (match Hashtbl.find_opt d "upvalue-count" with
| Some (Number n) -> int_of_float n | _ -> 0)
| Some (Integer n) -> n
| Some (Number n) -> int_of_float n
| _ -> 0)
| _ -> 0 in
ip := !ip + uv_count * 2
end

View File

@@ -270,7 +270,9 @@ let vm_create_closure vm_val frame_val code_val =
let f = unwrap_frame frame_val in
let uv_count = match code_val with
| Dict d -> (match Hashtbl.find_opt d "upvalue-count" with
| Some (Number n) -> int_of_float n | _ -> 0)
| Some (Integer n) -> n
| Some (Number n) -> int_of_float n
| _ -> 0)
| _ -> 0
in
let upvalues = Array.init uv_count (fun _ ->

View File

@@ -265,7 +265,9 @@ let vm_create_closure vm_val frame_val code_val =
let f = unwrap_frame frame_val in
let uv_count = match code_val with
| Dict d -> (match Hashtbl.find_opt d "upvalue-count" with
| Some (Number n) -> int_of_float n | _ -> 0)
| Some (Integer n) -> n
| Some (Number n) -> int_of_float n
| _ -> 0)
| _ -> 0
in
let upvalues = Array.init uv_count (fun _ ->

116
lib/apl/conformance.sh Executable file
View File

@@ -0,0 +1,116 @@
#!/usr/bin/env bash
# lib/apl/conformance.sh — run APL test suites, emit scoreboard.json + scoreboard.md.
set -uo pipefail
cd "$(git rev-parse --show-toplevel)"
SX_SERVER="${SX_SERVER:-/root/rose-ash/hosts/ocaml/_build/default/bin/sx_server.exe}"
if [ ! -x "$SX_SERVER" ]; then
SX_SERVER="hosts/ocaml/_build/default/bin/sx_server.exe"
fi
if [ ! -x "$SX_SERVER" ]; then
echo "ERROR: sx_server.exe not found." >&2
exit 1
fi
SUITES=(structural operators dfn tradfn valence programs system idioms eval-ops pipeline)
OUT_JSON="lib/apl/scoreboard.json"
OUT_MD="lib/apl/scoreboard.md"
run_suite() {
local suite=$1
local file="lib/apl/tests/${suite}.sx"
local TMP
TMP=$(mktemp)
cat > "$TMP" << EPOCHS
(epoch 1)
(load "spec/stdlib.sx")
(load "lib/r7rs.sx")
(load "lib/apl/runtime.sx")
(load "lib/apl/tokenizer.sx")
(load "lib/apl/parser.sx")
(load "lib/apl/transpile.sx")
(epoch 2)
(eval "(define apl-test-pass 0)")
(eval "(define apl-test-fail 0)")
(eval "(define apl-test (fn (name got expected) (if (= got expected) (set! apl-test-pass (+ apl-test-pass 1)) (set! apl-test-fail (+ apl-test-fail 1)))))")
(epoch 3)
(load "${file}")
(epoch 4)
(eval "(list apl-test-pass apl-test-fail)")
EPOCHS
local OUTPUT
OUTPUT=$(timeout 300 "$SX_SERVER" < "$TMP" 2>/dev/null)
rm -f "$TMP"
local LINE
LINE=$(echo "$OUTPUT" | awk '/^\(ok-len 4 / {getline; print; exit}')
if [ -z "$LINE" ]; then
LINE=$(echo "$OUTPUT" | grep -E '^\(ok 4 \([0-9]+ [0-9]+\)\)' | tail -1 \
| sed -E 's/^\(ok 4 //; s/\)$//')
fi
local P F
P=$(echo "$LINE" | sed -E 's/^\(([0-9]+) ([0-9]+)\).*/\1/')
F=$(echo "$LINE" | sed -E 's/^\(([0-9]+) ([0-9]+)\).*/\2/')
P=${P:-0}
F=${F:-0}
echo "${P} ${F}"
}
declare -A SUITE_PASS
declare -A SUITE_FAIL
TOTAL_PASS=0
TOTAL_FAIL=0
echo "Running APL conformance suite..." >&2
for s in "${SUITES[@]}"; do
read -r p f < <(run_suite "$s")
SUITE_PASS[$s]=$p
SUITE_FAIL[$s]=$f
TOTAL_PASS=$((TOTAL_PASS + p))
TOTAL_FAIL=$((TOTAL_FAIL + f))
printf " %-12s %d/%d\n" "$s" "$p" "$((p+f))" >&2
done
# scoreboard.json
{
printf '{\n'
printf ' "suites": {\n'
first=1
for s in "${SUITES[@]}"; do
if [ $first -eq 0 ]; then printf ',\n'; fi
printf ' "%s": {"pass": %d, "fail": %d}' "$s" "${SUITE_PASS[$s]}" "${SUITE_FAIL[$s]}"
first=0
done
printf '\n },\n'
printf ' "total_pass": %d,\n' "$TOTAL_PASS"
printf ' "total_fail": %d,\n' "$TOTAL_FAIL"
printf ' "total": %d\n' "$((TOTAL_PASS + TOTAL_FAIL))"
printf '}\n'
} > "$OUT_JSON"
# scoreboard.md
{
printf '# APL Conformance Scoreboard\n\n'
printf '_Generated by `lib/apl/conformance.sh`_\n\n'
printf '| Suite | Pass | Fail | Total |\n'
printf '|-------|-----:|-----:|------:|\n'
for s in "${SUITES[@]}"; do
p=${SUITE_PASS[$s]}
f=${SUITE_FAIL[$s]}
printf '| %s | %d | %d | %d |\n' "$s" "$p" "$f" "$((p+f))"
done
printf '| **Total** | **%d** | **%d** | **%d** |\n' "$TOTAL_PASS" "$TOTAL_FAIL" "$((TOTAL_PASS + TOTAL_FAIL))"
printf '\n'
printf '## Notes\n\n'
printf '%s\n' '- Suites use the standard `apl-test name got expected` framework loaded against `lib/apl/runtime.sx` + `lib/apl/transpile.sx`.'
printf '%s\n' '- `lib/apl/tests/parse.sx` and `lib/apl/tests/scalar.sx` use their own self-contained frameworks and are excluded from this scoreboard.'
} > "$OUT_MD"
echo "Wrote $OUT_JSON and $OUT_MD" >&2
echo "Total: $TOTAL_PASS pass, $TOTAL_FAIL fail" >&2
[ "$TOTAL_FAIL" -eq 0 ]

576
lib/apl/parser.sx Normal file
View File

@@ -0,0 +1,576 @@
; APL Parser — right-to-left expression parser
;
; Takes a token list (output of apl-tokenize) and produces an AST.
; APL evaluates right-to-left with no precedence among functions.
; Operators bind to the function immediately to their left in the source.
;
; AST node types:
; (:num n) number literal
; (:str s) string literal
; (:vec n1 n2 ...) strand (juxtaposed literals)
; (:name "x") name reference / alpha / omega
; (:assign "x" expr) assignment x←expr
; (:monad fn arg) monadic function call
; (:dyad fn left right) dyadic function call
; (:derived-fn op fn) derived function: f/ f¨ f⍨
; (:derived-fn2 "." f g) inner product: f.g
; (:outer "∘." fn) outer product: ∘.f
; (:fn-glyph "") function reference
; (:fn-name "foo") named-function reference (dfn variable)
; (:dfn stmt...) {+⍵} anonymous function
; (:guard cond expr) cond:expr guard inside dfn
; (:program stmt...) multi-statement sequence
; ============================================================
; Glyph classification sets
; ============================================================
(define apl-parse-op-glyphs
(list "/" "\\" "¨" "⍨" "∘" "." "⍣" "⍤" "⍥" "@"))
(define
apl-parse-fn-glyphs
(list
"+"
"-"
"×"
"÷"
"*"
"⍟"
"⌈"
"⌊"
"|"
"!"
"?"
"○"
"~"
"<"
"≤"
"="
"≥"
">"
"≠"
"≢"
"≡"
"∊"
"∧"
""
"⍱"
"⍲"
","
"⍪"
""
"⌽"
"⊖"
"⍉"
"↑"
"↓"
"⊂"
"⊃"
"⊆"
""
"∩"
""
"⍸"
"⌷"
"⍋"
"⍒"
"⊥"
""
"⊣"
"⊢"
"⍎"
"⍕"))
(define apl-quad-fn-names (list "⎕FMT"))
(define
apl-parse-op-glyph?
(fn (v) (some (fn (g) (= g v)) apl-parse-op-glyphs)))
; ============================================================
; Token accessors
; ============================================================
(define
apl-parse-fn-glyph?
(fn (v) (some (fn (g) (= g v)) apl-parse-fn-glyphs)))
(define tok-type (fn (tok) (get tok :type)))
(define tok-val (fn (tok) (get tok :value)))
(define
is-op-tok?
(fn
(tok)
(and (= (tok-type tok) :glyph) (apl-parse-op-glyph? (tok-val tok)))))
; ============================================================
; Collect trailing operators starting at index i
; Returns {:ops (op ...) :end new-i}
; ============================================================
(define
is-fn-tok?
(fn
(tok)
(or
(and (= (tok-type tok) :glyph) (apl-parse-fn-glyph? (tok-val tok)))
(and
(= (tok-type tok) :name)
(some (fn (q) (= q (tok-val tok))) apl-quad-fn-names)))))
(define collect-ops (fn (tokens i) (collect-ops-loop tokens i (list))))
; ============================================================
; Build a derived-fn node by chaining operators left-to-right
; (+/¨ → (:derived-fn "¨" (:derived-fn "/" (:fn-glyph "+"))))
; ============================================================
(define
collect-ops-loop
(fn
(tokens i acc)
(if
(>= i (len tokens))
{:end i :ops acc}
(let
((tok (nth tokens i)))
(if
(is-op-tok? tok)
(collect-ops-loop tokens (+ i 1) (append acc (tok-val tok)))
{:end i :ops acc})))))
; ============================================================
; Find matching close bracket/paren/brace
; Returns the index of the matching close token
; ============================================================
(define
build-derived-fn
(fn
(fn-node ops)
(if
(= (len ops) 0)
fn-node
(build-derived-fn (list :derived-fn (first ops) fn-node) (rest ops)))))
(define
find-matching-close
(fn
(tokens start open-type close-type)
(find-matching-close-loop tokens start open-type close-type 1)))
; ============================================================
; Segment collection: scan tokens left-to-right, building
; a list of {:kind "val"/"fn" :node ast} segments.
; Operators following function glyphs are merged into
; derived-fn nodes during this pass.
; ============================================================
(define
find-matching-close-loop
(fn
(tokens i open-type close-type depth)
(if
(>= i (len tokens))
(len tokens)
(let
((tt (tok-type (nth tokens i))))
(cond
((= tt open-type)
(find-matching-close-loop
tokens
(+ i 1)
open-type
close-type
(+ depth 1)))
((= tt close-type)
(if
(= depth 1)
i
(find-matching-close-loop
tokens
(+ i 1)
open-type
close-type
(- depth 1))))
(true
(find-matching-close-loop
tokens
(+ i 1)
open-type
close-type
depth)))))))
(define
collect-segments
(fn (tokens) (collect-segments-loop tokens 0 (list))))
; ============================================================
; Build tree from segment list
;
; The segments are in left-to-right order.
; APL evaluates right-to-left, so the LEFTMOST function is
; the outermost (last-evaluated) node.
;
; Patterns:
; [val] → val node
; [fn val ...] → (:monad fn (build-tree rest))
; [val fn val ...] → (:dyad fn val (build-tree rest))
; [val val ...] → (:vec val1 val2 ...) — strand
; ============================================================
; Find the index of the first function segment (returns -1 if none)
(define
collect-segments-loop
(fn
(tokens i acc)
(if
(>= i (len tokens))
acc
(let
((tok (nth tokens i)) (n (len tokens)))
(let
((tt (tok-type tok)) (tv (tok-val tok)))
(cond
((or (= tt :diamond) (= tt :newline) (= tt :semi))
(collect-segments-loop tokens (+ i 1) acc))
((= tt :num)
(collect-segments-loop tokens (+ i 1) (append acc {:kind "val" :node (list :num tv)})))
((= tt :str)
(collect-segments-loop tokens (+ i 1) (append acc {:kind "val" :node (list :str tv)})))
((= tt :name)
(if
(some (fn (q) (= q tv)) apl-quad-fn-names)
(let
((op-result (collect-ops tokens (+ i 1))))
(let
((ops (get op-result :ops)) (ni (get op-result :end)))
(let
((fn-node (build-derived-fn (list :fn-glyph tv) ops)))
(collect-segments-loop
tokens
ni
(append acc {:kind "fn" :node fn-node})))))
(let
((br (maybe-bracket (list :name tv) tokens (+ i 1))))
(collect-segments-loop
tokens
(nth br 1)
(append acc {:kind "val" :node (nth br 0)})))))
((= tt :lparen)
(let
((end (find-matching-close tokens (+ i 1) :lparen :rparen)))
(let
((inner-tokens (slice tokens (+ i 1) end))
(after (+ end 1)))
(let
((br (maybe-bracket (parse-apl-expr inner-tokens) tokens after)))
(collect-segments-loop
tokens
(nth br 1)
(append acc {:kind "val" :node (nth br 0)}))))))
((= tt :lbrace)
(let
((end (find-matching-close tokens (+ i 1) :lbrace :rbrace)))
(let
((inner-tokens (slice tokens (+ i 1) end))
(after (+ end 1)))
(collect-segments-loop tokens after (append acc {:kind "fn" :node (parse-dfn inner-tokens)})))))
((= tt :glyph)
(cond
((or (= tv "") (= tv "⍵"))
(collect-segments-loop
tokens
(+ i 1)
(append acc {:kind "val" :node (list :name tv)})))
((= tv "∇")
(collect-segments-loop
tokens
(+ i 1)
(append acc {:kind "fn" :node (list :fn-glyph "∇")})))
((and (= tv "∘") (< (+ i 1) n) (= (tok-val (nth tokens (+ i 1))) "."))
(if
(and (< (+ i 2) n) (is-fn-tok? (nth tokens (+ i 2))))
(let
((fn-tv (tok-val (nth tokens (+ i 2)))))
(let
((op-result (collect-ops tokens (+ i 3))))
(let
((ops (get op-result :ops))
(ni (get op-result :end)))
(let
((fn-node (build-derived-fn (list :fn-glyph fn-tv) ops)))
(collect-segments-loop
tokens
ni
(append acc {:kind "fn" :node (list :outer "∘." fn-node)}))))))
(collect-segments-loop tokens (+ i 1) acc)))
((apl-parse-fn-glyph? tv)
(let
((op-result (collect-ops tokens (+ i 1))))
(let
((ops (get op-result :ops))
(ni (get op-result :end)))
(if
(and
(= (len ops) 1)
(= (first ops) ".")
(< ni n)
(is-fn-tok? (nth tokens ni)))
(let
((g-tv (tok-val (nth tokens ni))))
(let
((op-result2 (collect-ops tokens (+ ni 1))))
(let
((ops2 (get op-result2 :ops))
(ni2 (get op-result2 :end)))
(let
((g-node (build-derived-fn (list :fn-glyph g-tv) ops2)))
(collect-segments-loop
tokens
ni2
(append acc {:kind "fn" :node (list :derived-fn2 "." (list :fn-glyph tv) g-node)}))))))
(let
((fn-node (build-derived-fn (list :fn-glyph tv) ops)))
(collect-segments-loop
tokens
ni
(append acc {:kind "fn" :node fn-node})))))))
((apl-parse-op-glyph? tv)
(collect-segments-loop tokens (+ i 1) acc))
(true (collect-segments-loop tokens (+ i 1) acc))))
(true (collect-segments-loop tokens (+ i 1) acc))))))))
(define find-first-fn (fn (segs) (find-first-fn-loop segs 0)))
; Build an array node from 0..n value segments
; If n=1 → return that segment's node
; If n>1 → return (:vec node1 node2 ...)
(define
find-first-fn-loop
(fn
(segs i)
(if
(>= i (len segs))
-1
(if
(= (get (nth segs i) :kind) "fn")
i
(find-first-fn-loop segs (+ i 1))))))
(define
segs-to-array
(fn
(segs)
(if
(= (len segs) 1)
(get (first segs) :node)
(cons :vec (map (fn (s) (get s :node)) segs)))))
; ============================================================
; Split token list on statement separators (diamond / newline)
; Only splits at depth 0 (ignores separators inside { } or ( ) )
; ============================================================
(define
build-tree
(fn
(segs)
(cond
((= (len segs) 0) nil)
((= (len segs) 1) (get (first segs) :node))
((every? (fn (s) (= (get s :kind) "val")) segs)
(segs-to-array segs))
(true
(let
((fn-idx (find-first-fn segs)))
(cond
((= fn-idx -1) (segs-to-array segs))
((= fn-idx 0)
(list
:monad (get (first segs) :node)
(build-tree (rest segs))))
(true
(let
((left-segs (slice segs 0 fn-idx))
(fn-seg (nth segs fn-idx))
(right-segs (slice segs (+ fn-idx 1))))
(list
:dyad (get fn-seg :node)
(segs-to-array left-segs)
(build-tree right-segs))))))))))
(define
split-statements
(fn (tokens) (split-statements-loop tokens (list) (list) 0)))
; ============================================================
; Parse a dfn body (tokens between { and })
; Handles guard expressions: cond : expr
; ============================================================
(define
split-statements-loop
(fn
(tokens current-stmt acc depth)
(if
(= (len tokens) 0)
(if (> (len current-stmt) 0) (append acc (list current-stmt)) acc)
(let
((tok (first tokens))
(rest-toks (rest tokens))
(tt (tok-type (first tokens))))
(cond
((or (= tt :lparen) (= tt :lbrace) (= tt :lbracket))
(split-statements-loop
rest-toks
(append current-stmt tok)
acc
(+ depth 1)))
((or (= tt :rparen) (= tt :rbrace) (= tt :rbracket))
(split-statements-loop
rest-toks
(append current-stmt tok)
acc
(- depth 1)))
((and (> depth 0) (or (= tt :diamond) (= tt :newline)))
(split-statements-loop
rest-toks
(append current-stmt tok)
acc
depth))
((and (= depth 0) (or (= tt :diamond) (= tt :newline)))
(if
(> (len current-stmt) 0)
(split-statements-loop
rest-toks
(list)
(append acc (list current-stmt))
depth)
(split-statements-loop rest-toks (list) acc depth)))
(true
(split-statements-loop
rest-toks
(append current-stmt tok)
acc
depth)))))))
(define
parse-dfn
(fn
(tokens)
(let
((stmt-groups (split-statements tokens)))
(let ((stmts (map parse-dfn-stmt stmt-groups))) (cons :dfn stmts)))))
(define
parse-dfn-stmt
(fn
(tokens)
(let
((colon-idx (find-top-level-colon tokens 0)))
(if
(>= colon-idx 0)
(let
((cond-tokens (slice tokens 0 colon-idx))
(body-tokens (slice tokens (+ colon-idx 1))))
(list
:guard (parse-apl-expr cond-tokens)
(parse-apl-expr body-tokens)))
(parse-stmt tokens)))))
(define
find-top-level-colon
(fn (tokens i) (find-top-level-colon-loop tokens i 0)))
; ============================================================
; Parse a single statement (assignment or expression)
; ============================================================
(define
find-top-level-colon-loop
(fn
(tokens i depth)
(if
(>= i (len tokens))
-1
(let
((tok (nth tokens i)) (tt (tok-type (nth tokens i))))
(cond
((or (= tt :lparen) (= tt :lbrace) (= tt :lbracket))
(find-top-level-colon-loop tokens (+ i 1) (+ depth 1)))
((or (= tt :rparen) (= tt :rbrace) (= tt :rbracket))
(find-top-level-colon-loop tokens (+ i 1) (- depth 1)))
((and (= tt :colon) (= depth 0)) i)
(true (find-top-level-colon-loop tokens (+ i 1) depth)))))))
; ============================================================
; Parse an expression from a flat token list
; ============================================================
(define
parse-stmt
(fn
(tokens)
(if
(and
(>= (len tokens) 2)
(= (tok-type (nth tokens 0)) :name)
(= (tok-type (nth tokens 1)) :assign))
(list
:assign (tok-val (nth tokens 0))
(parse-apl-expr (slice tokens 2)))
(parse-apl-expr tokens))))
; ============================================================
; Main entry point
; parse-apl: string → AST
; ============================================================
(define
parse-apl-expr
(fn
(tokens)
(let
((segs (collect-segments tokens)))
(if (= (len segs) 0) nil (build-tree segs)))))
(define
parse-apl
(fn
(src)
(let
((tokens (apl-tokenize src)))
(let
((stmt-groups (split-statements tokens)))
(if
(= (len stmt-groups) 0)
nil
(if
(= (len stmt-groups) 1)
(parse-stmt (first stmt-groups))
(cons :program (map parse-stmt stmt-groups))))))))
(define
maybe-bracket
(fn
(val-node tokens after)
(if
(and
(< after (len tokens))
(= (tok-type (nth tokens after)) :lbracket))
(let
((end (find-matching-close tokens (+ after 1) :lbracket :rbracket)))
(let
((inner-tokens (slice tokens (+ after 1) end))
(next-after (+ end 1)))
(let
((idx-expr (parse-apl-expr inner-tokens)))
(let
((indexed (list :dyad (list :fn-glyph "⌷") idx-expr val-node)))
(maybe-bracket indexed tokens next-after)))))
(list val-node after))))

File diff suppressed because it is too large Load Diff

17
lib/apl/scoreboard.json Normal file
View File

@@ -0,0 +1,17 @@
{
"suites": {
"structural": {"pass": 94, "fail": 0},
"operators": {"pass": 117, "fail": 0},
"dfn": {"pass": 24, "fail": 0},
"tradfn": {"pass": 25, "fail": 0},
"valence": {"pass": 14, "fail": 0},
"programs": {"pass": 45, "fail": 0},
"system": {"pass": 13, "fail": 0},
"idioms": {"pass": 64, "fail": 0},
"eval-ops": {"pass": 14, "fail": 0},
"pipeline": {"pass": 40, "fail": 0}
},
"total_pass": 450,
"total_fail": 0,
"total": 450
}

22
lib/apl/scoreboard.md Normal file
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@@ -0,0 +1,22 @@
# APL Conformance Scoreboard
_Generated by `lib/apl/conformance.sh`_
| Suite | Pass | Fail | Total |
|-------|-----:|-----:|------:|
| structural | 94 | 0 | 94 |
| operators | 117 | 0 | 117 |
| dfn | 24 | 0 | 24 |
| tradfn | 25 | 0 | 25 |
| valence | 14 | 0 | 14 |
| programs | 45 | 0 | 45 |
| system | 13 | 0 | 13 |
| idioms | 64 | 0 | 64 |
| eval-ops | 14 | 0 | 14 |
| pipeline | 40 | 0 | 40 |
| **Total** | **450** | **0** | **450** |
## Notes
- Suites use the standard `apl-test name got expected` framework loaded against `lib/apl/runtime.sx` + `lib/apl/transpile.sx`.
- `lib/apl/tests/parse.sx` and `lib/apl/tests/scalar.sx` use their own self-contained frameworks and are excluded from this scoreboard.

View File

@@ -4,9 +4,9 @@
set -uo pipefail
cd "$(git rev-parse --show-toplevel)"
SX_SERVER="${SX_SERVER:-hosts/ocaml/_build/default/bin/sx_server.exe}"
SX_SERVER="${SX_SERVER:-/root/rose-ash/hosts/ocaml/_build/default/bin/sx_server.exe}"
if [ ! -x "$SX_SERVER" ]; then
SX_SERVER="/root/rose-ash/hosts/ocaml/_build/default/bin/sx_server.exe"
SX_SERVER="hosts/ocaml/_build/default/bin/sx_server.exe"
fi
if [ ! -x "$SX_SERVER" ]; then
echo "ERROR: sx_server.exe not found."
@@ -18,19 +18,37 @@ TMPFILE=$(mktemp); trap "rm -f $TMPFILE" EXIT
cat > "$TMPFILE" << 'EPOCHS'
(epoch 1)
(load "spec/stdlib.sx")
(load "lib/r7rs.sx")
(load "lib/apl/runtime.sx")
(load "lib/apl/tokenizer.sx")
(load "lib/apl/parser.sx")
(load "lib/apl/transpile.sx")
(epoch 2)
(load "lib/apl/tests/runtime.sx")
(eval "(define apl-test-pass 0)")
(eval "(define apl-test-fail 0)")
(eval "(define apl-test-fails (list))")
(eval "(define apl-test (fn (name got expected) (if (= got expected) (set! apl-test-pass (+ apl-test-pass 1)) (begin (set! apl-test-fail (+ apl-test-fail 1)) (set! apl-test-fails (append apl-test-fails (list {:name name :got got :expected expected})))))))")
(epoch 3)
(load "lib/apl/tests/structural.sx")
(load "lib/apl/tests/operators.sx")
(load "lib/apl/tests/dfn.sx")
(load "lib/apl/tests/tradfn.sx")
(load "lib/apl/tests/valence.sx")
(load "lib/apl/tests/programs.sx")
(load "lib/apl/tests/system.sx")
(load "lib/apl/tests/idioms.sx")
(load "lib/apl/tests/eval-ops.sx")
(load "lib/apl/tests/pipeline.sx")
(epoch 4)
(eval "(list apl-test-pass apl-test-fail)")
EPOCHS
OUTPUT=$(timeout 60 "$SX_SERVER" < "$TMPFILE" 2>/dev/null)
OUTPUT=$(timeout 300 "$SX_SERVER" < "$TMPFILE" 2>/dev/null)
LINE=$(echo "$OUTPUT" | awk '/^\(ok-len 3 / {getline; print; exit}')
LINE=$(echo "$OUTPUT" | awk '/^\(ok-len 4 / {getline; print; exit}')
if [ -z "$LINE" ]; then
LINE=$(echo "$OUTPUT" | grep -E '^\(ok 3 \([0-9]+ [0-9]+\)\)' | tail -1 \
| sed -E 's/^\(ok 3 //; s/\)$//')
LINE=$(echo "$OUTPUT" | grep -E '^\(ok 4 \([0-9]+ [0-9]+\)\)' | tail -1 \
| sed -E 's/^\(ok 4 //; s/\)$//')
fi
if [ -z "$LINE" ]; then
echo "ERROR: could not extract summary"

227
lib/apl/tests/dfn.sx Normal file
View File

@@ -0,0 +1,227 @@
; Tests for apl-eval-ast and apl-call-dfn (manual AST construction).
(define rv (fn (arr) (get arr :ravel)))
(define sh (fn (arr) (get arr :shape)))
(define mknum (fn (n) (list :num n)))
(define mkname (fn (s) (list :name s)))
(define mkfg (fn (g) (list :fn-glyph g)))
(define mkmon (fn (g a) (list :monad (mkfg g) a)))
(define mkdyd (fn (g l r) (list :dyad (mkfg g) l r)))
(define mkdfn1 (fn (body) (list :dfn body)))
(define mkprog (fn (stmts) (cons :program stmts)))
(define mkasg (fn (mkname expr) (list :assign mkname expr)))
(define mkgrd (fn (c e) (list :guard c e)))
(define mkdfn (fn (stmts) (cons :dfn stmts)))
(apl-test
"eval :num literal"
(rv (apl-eval-ast (mknum 42) {}))
(list 42))
(apl-test
"eval :num literal shape"
(sh (apl-eval-ast (mknum 42) {}))
(list))
(apl-test
"eval :dyad +"
(rv (apl-eval-ast (mkdyd "+" (mknum 2) (mknum 3)) {}))
(list 5))
(apl-test
"eval :dyad ×"
(rv (apl-eval-ast (mkdyd "×" (mknum 6) (mknum 7)) {}))
(list 42))
(apl-test
"eval :monad - (negate)"
(rv (apl-eval-ast (mkmon "-" (mknum 7)) {}))
(list -7))
(apl-test
"eval :monad ⌊ (floor)"
(rv (apl-eval-ast (mkmon "⌊" (mknum 3)) {}))
(list 3))
(apl-test
"eval :name ⍵ from env"
(rv (apl-eval-ast (mkname "⍵") {:omega (apl-scalar 99) :alpha nil}))
(list 99))
(apl-test
"eval :name from env"
(rv (apl-eval-ast (mkname "") {:omega nil :alpha (apl-scalar 7)}))
(list 7))
(apl-test
"dfn {⍵+1} called monadic"
(rv
(apl-call-dfn-m
(mkdfn1 (mkdyd "+" (mkname "⍵") (mknum 1)))
(apl-scalar 5)))
(list 6))
(apl-test
"dfn {+⍵} called dyadic"
(rv
(apl-call-dfn
(mkdfn1 (mkdyd "+" (mkname "") (mkname "⍵")))
(apl-scalar 4)
(apl-scalar 9)))
(list 13))
(apl-test
"dfn {⍺×⍵} dyadic on vectors"
(rv
(apl-call-dfn
(mkdfn1 (mkdyd "×" (mkname "") (mkname "⍵")))
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 10 20 30))))
(list 10 40 90))
(apl-test
"dfn {-⍵} monadic negate"
(rv
(apl-call-dfn-m
(mkdfn1 (mkmon "-" (mkname "⍵")))
(make-array (list 3) (list 1 2 3))))
(list -1 -2 -3))
(apl-test
"dfn {-⍵} dyadic subtract scalar"
(rv
(apl-call-dfn
(mkdfn1 (mkdyd "-" (mkname "") (mkname "⍵")))
(apl-scalar 10)
(apl-scalar 3)))
(list 7))
(apl-test
"dfn {⌈⍺,⍵} not used (just verify : missing) — ceiling of right"
(rv
(apl-call-dfn-m (mkdfn1 (mkmon "⌈" (mkname "⍵"))) (apl-scalar 5)))
(list 5))
(apl-test
"dfn nested dyad"
(rv
(apl-call-dfn
(mkdfn1
(mkdyd "+" (mkname "") (mkdyd "×" (mkname "⍵") (mknum 2))))
(apl-scalar 1)
(apl-scalar 3)))
(list 7))
(apl-test
"dfn local assign x←⍵+1; ×x"
(rv
(apl-call-dfn
(mkdfn
(list
(mkasg "x" (mkdyd "+" (mkname "⍵") (mknum 1)))
(mkdyd "×" (mkname "") (mkname "x"))))
(apl-scalar 3)
(apl-scalar 4)))
(list 15))
(apl-test
"dfn guard: 0=⍵:99; ⍵×2 (true branch)"
(rv
(apl-call-dfn-m
(mkdfn
(list
(mkgrd (mkdyd "=" (mknum 0) (mkname "⍵")) (mknum 99))
(mkdyd "×" (mkname "⍵") (mknum 2))))
(apl-scalar 0)))
(list 99))
(apl-test
"dfn guard: 0=⍵:99; ⍵×2 (false branch)"
(rv
(apl-call-dfn-m
(mkdfn
(list
(mkgrd (mkdyd "=" (mknum 0) (mkname "⍵")) (mknum 99))
(mkdyd "×" (mkname "⍵") (mknum 2))))
(apl-scalar 5)))
(list 10))
(apl-test
"dfn default ←10 used (monadic call)"
(rv
(apl-call-dfn-m
(mkdfn
(list
(mkasg "" (mknum 10))
(mkdyd "+" (mkname "") (mkname "⍵"))))
(apl-scalar 5)))
(list 15))
(apl-test
"dfn default ←10 ignored when given (dyadic call)"
(rv
(apl-call-dfn
(mkdfn
(list
(mkasg "" (mknum 10))
(mkdyd "+" (mkname "") (mkname "⍵"))))
(apl-scalar 100)
(apl-scalar 5)))
(list 105))
(apl-test
"dfn ∇ recursion: factorial via guard"
(rv
(apl-call-dfn-m
(mkdfn
(list
(mkgrd (mkdyd "=" (mknum 0) (mkname "⍵")) (mknum 1))
(mkdyd
"×"
(mkname "⍵")
(mkmon "∇" (mkdyd "-" (mkname "⍵") (mknum 1))))))
(apl-scalar 5)))
(list 120))
(apl-test
"dfn ∇ recursion: 3 → 6 (factorial)"
(rv
(apl-call-dfn-m
(mkdfn
(list
(mkgrd (mkdyd "=" (mknum 0) (mkname "⍵")) (mknum 1))
(mkdyd
"×"
(mkname "⍵")
(mkmon "∇" (mkdyd "-" (mkname "⍵") (mknum 1))))))
(apl-scalar 3)))
(list 6))
(apl-test
"dfn local: x←⍵+10; y←x×2; y"
(rv
(apl-call-dfn-m
(mkdfn
(list
(mkasg "x" (mkdyd "+" (mkname "⍵") (mknum 10)))
(mkasg "y" (mkdyd "×" (mkname "x") (mknum 2)))
(mkname "y")))
(apl-scalar 5)))
(list 30))
(apl-test
"dfn first guard wins: many guards"
(rv
(apl-call-dfn-m
(mkdfn
(list
(mkgrd (mkdyd "=" (mknum 1) (mkname "⍵")) (mknum 100))
(mkgrd (mkdyd "=" (mknum 2) (mkname "⍵")) (mknum 200))
(mkgrd (mkdyd "=" (mknum 3) (mkname "⍵")) (mknum 300))
(mknum 0)))
(apl-scalar 2)))
(list 200))

147
lib/apl/tests/eval-ops.sx Normal file
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@@ -0,0 +1,147 @@
; Tests for operator handling in apl-eval-ast (Phase 7).
; Manual AST construction; verifies :derived-fn / :outer / :derived-fn2
; route through apl-resolve-monadic / apl-resolve-dyadic correctly.
(define mkrv (fn (arr) (get arr :ravel)))
(define mksh (fn (arr) (get arr :shape)))
(define mknum (fn (n) (list :num n)))
(define mkfg (fn (g) (list :fn-glyph g)))
(define mkmon (fn (g a) (list :monad g a)))
(define mkdyd (fn (g l r) (list :dyad g l r)))
(define mkder (fn (op f) (list :derived-fn op f)))
(define mkdr2 (fn (op f g) (list :derived-fn2 op f g)))
(define mkout (fn (f) (list :outer "∘." f)))
; helper: literal vector AST via :vec (from list of values)
(define mkvec (fn (xs) (cons :vec (map (fn (n) (mknum n)) xs))))
; ---------- monadic operators ----------
(apl-test
"eval-ast +/ 5 → 15"
(mkrv
(apl-eval-ast
(mkmon (mkder "/" (mkfg "+")) (mkmon (mkfg "") (mknum 5)))
{}))
(list 15))
(apl-test
"eval-ast ×/ 5 → 120"
(mkrv
(apl-eval-ast
(mkmon (mkder "/" (mkfg "×")) (mkmon (mkfg "") (mknum 5)))
{}))
(list 120))
(apl-test
"eval-ast ⌈/ — max reduce"
(mkrv
(apl-eval-ast
(mkmon (mkder "/" (mkfg "⌈")) (mkvec (list 3 1 4 1 5 9 2 6)))
{}))
(list 9))
(apl-test
"eval-ast +\\ scan"
(mkrv
(apl-eval-ast
(mkmon (mkder "\\" (mkfg "+")) (mkvec (list 1 2 3 4 5)))
{}))
(list 1 3 6 10 15))
(apl-test
"eval-ast +⌿ first-axis reduce on vector"
(mkrv
(apl-eval-ast
(mkmon (mkder "⌿" (mkfg "+")) (mkvec (list 1 2 3 4 5)))
{}))
(list 15))
(apl-test
"eval-ast -¨ each-negate"
(mkrv
(apl-eval-ast
(mkmon (mkder "¨" (mkfg "-")) (mkvec (list 1 2 3 4)))
{}))
(list -1 -2 -3 -4))
(apl-test
"eval-ast +⍨ commute (double via x+x)"
(mkrv
(apl-eval-ast (mkmon (mkder "⍨" (mkfg "+")) (mknum 7)) {}))
(list 14))
; ---------- dyadic operators ----------
(apl-test
"eval-ast outer ∘.× — multiplication table"
(mkrv
(apl-eval-ast
(mkdyd
(mkout (mkfg "×"))
(mkvec (list 1 2 3))
(mkvec (list 1 2 3)))
{}))
(list 1 2 3 2 4 6 3 6 9))
(apl-test
"eval-ast outer ∘.× shape (3 3)"
(mksh
(apl-eval-ast
(mkdyd
(mkout (mkfg "×"))
(mkvec (list 1 2 3))
(mkvec (list 1 2 3)))
{}))
(list 3 3))
(apl-test
"eval-ast inner +.× — dot product"
(mkrv
(apl-eval-ast
(mkdyd
(mkdr2 "." (mkfg "+") (mkfg "×"))
(mkvec (list 1 2 3))
(mkvec (list 4 5 6)))
{}))
(list 32))
(apl-test
"eval-ast inner ∧.= equal vectors"
(mkrv
(apl-eval-ast
(mkdyd
(mkdr2 "." (mkfg "∧") (mkfg "="))
(mkvec (list 1 2 3))
(mkvec (list 1 2 3)))
{}))
(list 1))
(apl-test
"eval-ast each-dyadic +¨"
(mkrv
(apl-eval-ast
(mkdyd
(mkder "¨" (mkfg "+"))
(mkvec (list 1 2 3))
(mkvec (list 10 20 30)))
{}))
(list 11 22 33))
(apl-test
"eval-ast commute -⍨ (subtract swapped)"
(mkrv
(apl-eval-ast
(mkdyd (mkder "⍨" (mkfg "-")) (mknum 5) (mknum 3))
{}))
(list -2))
; ---------- nested operators ----------
(apl-test
"eval-ast +/¨ — sum of each"
(mkrv
(apl-eval-ast
(mkmon (mkder "/" (mkfg "+")) (mkvec (list 10 20 30)))
{}))
(list 60))

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; APL idiom corpus — classic Roger Hui / Phil Last idioms expressed
; through our runtime primitives. Each test names the APL one-liner
; and verifies the equivalent runtime call.
(define mkrv (fn (arr) (get arr :ravel)))
(define mksh (fn (arr) (get arr :shape)))
; ---------- reductions ----------
(apl-test
"+/⍵ — sum"
(mkrv (apl-reduce apl-add (make-array (list 5) (list 1 2 3 4 5))))
(list 15))
(apl-test
"(+/⍵)÷⍴⍵ — mean"
(mkrv
(apl-div
(apl-reduce apl-add (make-array (list 5) (list 1 2 3 4 5)))
(apl-scalar 5)))
(list 3))
(apl-test
"⌈/⍵ — max"
(mkrv (apl-reduce apl-max (make-array (list 6) (list 3 1 4 1 5 9))))
(list 9))
(apl-test
"⌊/⍵ — min"
(mkrv (apl-reduce apl-min (make-array (list 6) (list 3 1 4 1 5 9))))
(list 1))
(apl-test
"(⌈/⍵)-⌊/⍵ — range"
(mkrv
(apl-sub
(apl-reduce apl-max (make-array (list 6) (list 3 1 4 1 5 9)))
(apl-reduce apl-min (make-array (list 6) (list 3 1 4 1 5 9)))))
(list 8))
(apl-test
"×/⍵ — product"
(mkrv (apl-reduce apl-mul (make-array (list 4) (list 1 2 3 4))))
(list 24))
(apl-test
"+\\⍵ — running sum"
(mkrv (apl-scan apl-add (make-array (list 5) (list 1 2 3 4 5))))
(list 1 3 6 10 15))
; ---------- sort / order ----------
(apl-test
"⍵[⍋⍵] — sort ascending"
(mkrv (apl-quicksort (make-array (list 5) (list 3 1 4 1 5))))
(list 1 1 3 4 5))
(apl-test
"⌽⍵ — reverse"
(mkrv (apl-reverse (make-array (list 5) (list 1 2 3 4 5))))
(list 5 4 3 2 1))
(apl-test
"⊃⌽⍵ — last element"
(mkrv
(apl-disclose (apl-reverse (make-array (list 4) (list 10 20 30 40)))))
(list 40))
(apl-test
"1↑⍵ — first element"
(mkrv
(apl-take (apl-scalar 1) (make-array (list 4) (list 10 20 30 40))))
(list 10))
(apl-test
"1↓⍵ — drop first"
(mkrv
(apl-drop (apl-scalar 1) (make-array (list 4) (list 10 20 30 40))))
(list 20 30 40))
(apl-test
"¯1↓⍵ — drop last"
(mkrv
(apl-drop (apl-scalar -1) (make-array (list 4) (list 10 20 30 40))))
(list 10 20 30))
; ---------- counts / membership ----------
(apl-test
"≢⍵ — tally"
(mkrv (apl-tally (make-array (list 7) (list 9 8 7 6 5 4 3))))
(list 7))
(apl-test
"+/⍵=v — count occurrences of v"
(mkrv
(apl-reduce
apl-add
(apl-eq (make-array (list 7) (list 1 2 3 2 1 3 2)) (apl-scalar 2))))
(list 3))
(apl-test
"0=N|M — divisibility test"
(mkrv (apl-eq (apl-scalar 0) (apl-mod (apl-scalar 3) (apl-scalar 12))))
(list 1))
; ---------- shape constructors ----------
(apl-test
"N1 — vector of N ones"
(mkrv (apl-reshape (apl-scalar 5) (apl-scalar 1)))
(list 1 1 1 1 1))
(apl-test
"(N N)0 — N×N zero matrix"
(mkrv (apl-reshape (make-array (list 2) (list 3 3)) (apl-scalar 0)))
(list 0 0 0 0 0 0 0 0 0))
(apl-test
"⍳∘.= — N×N identity matrix"
(mkrv
(apl-outer apl-eq (apl-iota (apl-scalar 3)) (apl-iota (apl-scalar 3))))
(list 1 0 0 0 1 0 0 0 1))
(apl-test
"⍳∘.× — multiplication table"
(mkrv
(apl-outer apl-mul (apl-iota (apl-scalar 3)) (apl-iota (apl-scalar 3))))
(list 1 2 3 2 4 6 3 6 9))
; ---------- numerical idioms ----------
(apl-test
"+\\N — triangular numbers"
(mkrv (apl-scan apl-add (apl-iota (apl-scalar 5))))
(list 1 3 6 10 15))
(apl-test
"+/N=N×(N+1)÷2 — sum of 1..N"
(mkrv (apl-reduce apl-add (apl-iota (apl-scalar 10))))
(list 55))
(apl-test
"×/N — factorial via iota"
(mkrv (apl-reduce apl-mul (apl-iota (apl-scalar 5))))
(list 120))
(apl-test
"2|⍵ — parity (1=odd)"
(mkrv (apl-mod (apl-scalar 2) (make-array (list 5) (list 1 2 3 4 5))))
(list 1 0 1 0 1))
(apl-test
"+/2|⍵ — count odd"
(mkrv
(apl-reduce
apl-add
(apl-mod (apl-scalar 2) (make-array (list 5) (list 1 2 3 4 5)))))
(list 3))
; ---------- boolean idioms ----------
(apl-test
"∧/⍵ — all-true"
(mkrv (apl-reduce apl-and (make-array (list 4) (list 1 1 1 1))))
(list 1))
(apl-test
"∧/⍵ — all-true with zero is false"
(mkrv (apl-reduce apl-and (make-array (list 4) (list 1 1 0 1))))
(list 0))
(apl-test
"/⍵ — any-true"
(mkrv (apl-reduce apl-or (make-array (list 4) (list 0 0 1 0))))
(list 1))
(apl-test
"/⍵ — any-true all zero is false"
(mkrv (apl-reduce apl-or (make-array (list 4) (list 0 0 0 0))))
(list 0))
; ---------- selection / scaling ----------
(apl-test
"⍵×⍵ — square each"
(mkrv
(apl-mul
(make-array (list 4) (list 1 2 3 4))
(make-array (list 4) (list 1 2 3 4))))
(list 1 4 9 16))
(apl-test
"+/⍵×⍵ — sum of squares"
(mkrv
(apl-reduce
apl-add
(apl-mul
(make-array (list 4) (list 1 2 3 4))
(make-array (list 4) (list 1 2 3 4)))))
(list 30))
(apl-test
"⍵-(+/⍵)÷⍴⍵ — mean-centered"
(mkrv
(apl-sub
(make-array (list 5) (list 2 4 6 8 10))
(apl-div
(apl-reduce apl-add (make-array (list 5) (list 2 4 6 8 10)))
(apl-scalar 5))))
(list -4 -2 0 2 4))
; ---------- shape / structure ----------
(apl-test
",⍵ — ravel"
(mkrv (apl-ravel (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 1 2 3 4 5 6))
(apl-test
"⍴⍴⍵ — rank"
(mkrv
(apl-shape (apl-shape (make-array (list 2 3) (list 1 2 3 4 5 6)))))
(list 2))
(apl-test
"src: +/N → triangular(N)"
(mkrv (apl-run "+/100"))
(list 5050))
(apl-test "src: ×/N → N!" (mkrv (apl-run "×/6")) (list 720))
(apl-test
"src: ⌈/V — max"
(mkrv (apl-run "⌈/3 1 4 1 5 9 2 6"))
(list 9))
(apl-test
"src: ⌊/V — min"
(mkrv (apl-run "⌊/3 1 4 1 5 9 2 6"))
(list 1))
(apl-test
"src: range = (⌈/V) - ⌊/V"
(mkrv (apl-run "(⌈/3 1 4 1 5 9 2 6) - ⌊/3 1 4 1 5 9 2 6"))
(list 8))
(apl-test
"src: +\\V — running sum"
(mkrv (apl-run "+\\1 2 3 4 5"))
(list 1 3 6 10 15))
(apl-test
"src: ×\\V — running product"
(mkrv (apl-run "×\\1 2 3 4 5"))
(list 1 2 6 24 120))
(apl-test
"src: V × V — squares"
(mkrv (apl-run "(5) × 5"))
(list 1 4 9 16 25))
(apl-test
"src: +/V × V — sum of squares"
(mkrv (apl-run "+/(5) × 5"))
(list 55))
(apl-test "src: ∧/V — all-true" (mkrv (apl-run "∧/1 1 1 1")) (list 1))
(apl-test "src: /V — any-true" (mkrv (apl-run "/0 0 1 0")) (list 1))
(apl-test "src: 0 = N|M — divides" (mkrv (apl-run "0 = 3 | 12")) (list 1))
(apl-test
"src: 2 | V — parity"
(mkrv (apl-run "2 | 1 2 3 4 5 6"))
(list 1 0 1 0 1 0))
(apl-test
"src: +/2|V — count odd"
(mkrv (apl-run "+/2 | 1 2 3 4 5 6"))
(list 3))
(apl-test "src: V" (mkrv (apl-run " 1 2 3 4 5")) (list 5))
(apl-test
"src: M — rank"
(mkrv (apl-run " (2 3) 6"))
(list 2))
(apl-test
"src: N1 — vector of ones"
(mkrv (apl-run "5 1"))
(list 1 1 1 1 1))
(apl-test
"src: N ∘.= N — identity matrix"
(mkrv (apl-run "(3) ∘.= 3"))
(list 1 0 0 0 1 0 0 0 1))
(apl-test
"src: N ∘.× N — multiplication table"
(mkrv (apl-run "(3) ∘.× 3"))
(list 1 2 3 2 4 6 3 6 9))
(apl-test
"src: V +.× V — dot product"
(mkrv (apl-run "1 2 3 +.× 4 5 6"))
(list 32))
(apl-test
"src: ∧.= V — vectors equal?"
(mkrv (apl-run "1 2 3 ∧.= 1 2 3"))
(list 1))
(apl-test
"src: V[1] — first element"
(mkrv (apl-run "(10 20 30 40)[1]"))
(list 10))
(apl-test
"src: 1↑V — first via take"
(mkrv (apl-run "1 ↑ 10 20 30 40"))
(list 10))
(apl-test
"src: 1↓V — drop first"
(mkrv (apl-run "1 ↓ 10 20 30 40"))
(list 20 30 40))
(apl-test
"src: ¯1↓V — drop last"
(mkrv (apl-run "¯1 ↓ 10 20 30 40"))
(list 10 20 30))
(apl-test
"src: ⌽V — reverse"
(mkrv (apl-run "⌽ 1 2 3 4 5"))
(list 5 4 3 2 1))
(apl-test
"src: ≢V — tally"
(mkrv (apl-run "≢ 9 8 7 6 5 4 3 2 1"))
(list 9))
(apl-test
"src: ,M — ravel"
(mkrv (apl-run ", (2 3) 6"))
(list 1 2 3 4 5 6))
(apl-test
"src: A=V — count occurrences"
(mkrv (apl-run "+/2 = 1 2 3 2 1 3 2"))
(list 3))
(apl-test
"src: ⌈/(V × V) — max squared"
(mkrv (apl-run "⌈/(1 2 3 4 5) × 1 2 3 4 5"))
(list 25))

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(define rv (fn (arr) (get arr :ravel)))
(define sh (fn (arr) (get arr :shape)))
(apl-test
"reduce +/ vector"
(rv (apl-reduce apl-add (make-array (list 5) (list 1 2 3 4 5))))
(list 15))
(apl-test
"reduce x/ vector"
(rv (apl-reduce apl-mul (make-array (list 4) (list 1 2 3 4))))
(list 24))
(apl-test
"reduce max/ vector"
(rv (apl-reduce apl-max (make-array (list 5) (list 3 1 4 1 5))))
(list 5))
(apl-test
"reduce min/ vector"
(rv (apl-reduce apl-min (make-array (list 3) (list 3 1 4))))
(list 1))
(apl-test
"reduce and/ all true"
(rv (apl-reduce apl-and (make-array (list 3) (list 1 1 1))))
(list 1))
(apl-test
"reduce or/ with true"
(rv (apl-reduce apl-or (make-array (list 3) (list 0 0 1))))
(list 1))
(apl-test
"reduce +/ single element"
(rv (apl-reduce apl-add (make-array (list 1) (list 42))))
(list 42))
(apl-test
"reduce +/ scalar no-op"
(rv (apl-reduce apl-add (apl-scalar 7)))
(list 7))
(apl-test
"reduce +/ shape is scalar"
(sh (apl-reduce apl-add (make-array (list 4) (list 1 2 3 4))))
(list))
(apl-test
"reduce +/ matrix row sums shape"
(sh (apl-reduce apl-add (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 2))
(apl-test
"reduce +/ matrix row sums values"
(rv (apl-reduce apl-add (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 6 15))
(apl-test
"reduce max/ matrix row maxima"
(rv (apl-reduce apl-max (make-array (list 2 3) (list 3 1 4 1 5 9))))
(list 4 9))
(apl-test
"reduce-first +/ vector same as reduce"
(rv (apl-reduce-first apl-add (make-array (list 5) (list 1 2 3 4 5))))
(list 15))
(apl-test
"reduce-first +/ matrix col sums shape"
(sh
(apl-reduce-first apl-add (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 3))
(apl-test
"reduce-first +/ matrix col sums values"
(rv
(apl-reduce-first apl-add (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 5 7 9))
(apl-test
"reduce-first max/ matrix col maxima"
(rv
(apl-reduce-first apl-max (make-array (list 3 2) (list 1 9 2 8 3 7))))
(list 3 9))
(apl-test
"scan +\\ vector"
(rv (apl-scan apl-add (make-array (list 5) (list 1 2 3 4 5))))
(list 1 3 6 10 15))
(apl-test
"scan x\\ vector cumulative product"
(rv (apl-scan apl-mul (make-array (list 5) (list 1 2 3 4 5))))
(list 1 2 6 24 120))
(apl-test
"scan max\\ vector running max"
(rv (apl-scan apl-max (make-array (list 5) (list 3 1 4 1 5))))
(list 3 3 4 4 5))
(apl-test
"scan min\\ vector running min"
(rv (apl-scan apl-min (make-array (list 5) (list 3 1 4 1 5))))
(list 3 1 1 1 1))
(apl-test
"scan +\\ single element"
(rv (apl-scan apl-add (make-array (list 1) (list 42))))
(list 42))
(apl-test
"scan +\\ scalar no-op"
(rv (apl-scan apl-add (apl-scalar 7)))
(list 7))
(apl-test
"scan +\\ vector preserves shape"
(sh (apl-scan apl-add (make-array (list 5) (list 1 2 3 4 5))))
(list 5))
(apl-test
"scan +\\ matrix preserves shape"
(sh (apl-scan apl-add (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 2 3))
(apl-test
"scan +\\ matrix row-wise"
(rv (apl-scan apl-add (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 1 3 6 4 9 15))
(apl-test
"scan max\\ matrix row-wise running max"
(rv (apl-scan apl-max (make-array (list 2 3) (list 3 1 4 1 5 9))))
(list 3 3 4 1 5 9))
(apl-test
"scan-first +\\ vector same as scan"
(rv (apl-scan-first apl-add (make-array (list 5) (list 1 2 3 4 5))))
(list 1 3 6 10 15))
(apl-test
"scan-first +\\ scalar no-op"
(rv (apl-scan-first apl-add (apl-scalar 9)))
(list 9))
(apl-test
"scan-first +\\ matrix preserves shape"
(sh (apl-scan-first apl-add (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 2 3))
(apl-test
"scan-first +\\ matrix col-wise"
(rv (apl-scan-first apl-add (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 1 2 3 5 7 9))
(apl-test
"scan-first max\\ matrix col-wise running max"
(rv (apl-scan-first apl-max (make-array (list 3 2) (list 3 1 4 1 5 9))))
(list 3 1 4 1 5 9))
(apl-test
"each negate vector"
(rv (apl-each apl-neg-m (make-array (list 3) (list 1 2 3))))
(list -1 -2 -3))
(apl-test
"each negate vector preserves shape"
(sh (apl-each apl-neg-m (make-array (list 3) (list 1 2 3))))
(list 3))
(apl-test
"each reciprocal vector"
(rv (apl-each apl-recip (make-array (list 3) (list 1 2 4))))
(list 1 (/ 1 2) (/ 1 4)))
(apl-test
"each abs vector"
(rv (apl-each apl-abs (make-array (list 4) (list -1 2 -3 4))))
(list 1 2 3 4))
(apl-test "each scalar" (rv (apl-each apl-neg-m (apl-scalar 5))) (list -5))
(apl-test
"each scalar shape"
(sh (apl-each apl-neg-m (apl-scalar 5)))
(list))
(apl-test
"each negate matrix shape"
(sh (apl-each apl-neg-m (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 2 3))
(apl-test
"each negate matrix values"
(rv (apl-each apl-neg-m (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list -1 -2 -3 -4 -5 -6))
(apl-test
"each-dyadic scalar+scalar"
(rv (apl-each-dyadic apl-add (apl-scalar 3) (apl-scalar 4)))
(list 7))
(apl-test
"each-dyadic scalar+vector"
(rv
(apl-each-dyadic
apl-add
(apl-scalar 10)
(make-array (list 3) (list 1 2 3))))
(list 11 12 13))
(apl-test
"each-dyadic vector+scalar"
(rv
(apl-each-dyadic
apl-add
(make-array (list 3) (list 1 2 3))
(apl-scalar 10)))
(list 11 12 13))
(apl-test
"each-dyadic vector+vector"
(rv
(apl-each-dyadic
apl-add
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 10 20 30))))
(list 11 22 33))
(apl-test
"each-dyadic mul matrix+matrix shape"
(sh
(apl-each-dyadic
apl-mul
(make-array (list 2 2) (list 1 2 3 4))
(make-array (list 2 2) (list 5 6 7 8))))
(list 2 2))
(apl-test
"each-dyadic mul matrix+matrix values"
(rv
(apl-each-dyadic
apl-mul
(make-array (list 2 2) (list 1 2 3 4))
(make-array (list 2 2) (list 5 6 7 8))))
(list 5 12 21 32))
(apl-test
"outer product mult table values"
(rv
(apl-outer
apl-mul
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 1 2 3))))
(list 1 2 3 2 4 6 3 6 9))
(apl-test
"outer product mult table shape"
(sh
(apl-outer
apl-mul
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 1 2 3))))
(list 3 3))
(apl-test
"outer product add table values"
(rv
(apl-outer
apl-add
(make-array (list 2) (list 1 2))
(make-array (list 3) (list 10 20 30))))
(list 11 21 31 12 22 32))
(apl-test
"outer product add table shape"
(sh
(apl-outer
apl-add
(make-array (list 2) (list 1 2))
(make-array (list 3) (list 10 20 30))))
(list 2 3))
(apl-test
"outer product scalar+vector shape"
(sh
(apl-outer apl-mul (apl-scalar 5) (make-array (list 3) (list 1 2 3))))
(list 3))
(apl-test
"outer product scalar+vector values"
(rv
(apl-outer apl-mul (apl-scalar 5) (make-array (list 3) (list 1 2 3))))
(list 5 10 15))
(apl-test
"outer product vector+scalar shape"
(sh
(apl-outer apl-mul (make-array (list 3) (list 1 2 3)) (apl-scalar 10)))
(list 3))
(apl-test
"outer product scalar+scalar"
(rv (apl-outer apl-mul (apl-scalar 6) (apl-scalar 7)))
(list 42))
(apl-test
"outer product scalar+scalar shape"
(sh (apl-outer apl-mul (apl-scalar 6) (apl-scalar 7)))
(list))
(apl-test
"outer product equality identity matrix values"
(rv
(apl-outer
apl-eq
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 1 2 3))))
(list 1 0 0 0 1 0 0 0 1))
(apl-test
"outer product matrix+vector rank doubling shape"
(sh
(apl-outer
apl-add
(make-array (list 2 2) (list 1 2 3 4))
(make-array (list 3) (list 10 20 30))))
(list 2 2 3))
(apl-test
"outer product matrix+vector rank doubling values"
(rv
(apl-outer
apl-add
(make-array (list 2 2) (list 1 2 3 4))
(make-array (list 3) (list 10 20 30))))
(list 11 21 31 12 22 32 13 23 33 14 24 34))
(apl-test
"inner +.× dot product"
(rv
(apl-inner
apl-add
apl-mul
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 4 5 6))))
(list 32))
(apl-test
"inner +.× dot product shape is scalar"
(sh
(apl-inner
apl-add
apl-mul
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 4 5 6))))
(list))
(apl-test
"inner +.× matrix multiply 2x3 * 3x2 shape"
(sh
(apl-inner
apl-add
apl-mul
(make-array (list 2 3) (list 1 2 3 4 5 6))
(make-array (list 3 2) (list 7 8 9 10 11 12))))
(list 2 2))
(apl-test
"inner +.× matrix multiply 2x3 * 3x2 values"
(rv
(apl-inner
apl-add
apl-mul
(make-array (list 2 3) (list 1 2 3 4 5 6))
(make-array (list 3 2) (list 7 8 9 10 11 12))))
(list 58 64 139 154))
(apl-test
"inner +.× identity matrix 2x2"
(rv
(apl-inner
apl-add
apl-mul
(make-array (list 2 2) (list 1 0 0 1))
(make-array (list 2 2) (list 5 6 7 8))))
(list 5 6 7 8))
(apl-test
"inner ∧.= equal vectors"
(rv
(apl-inner
apl-and
apl-eq
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 1 2 3))))
(list 1))
(apl-test
"inner ∧.= unequal vectors"
(rv
(apl-inner
apl-and
apl-eq
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 1 9 3))))
(list 0))
(apl-test
"inner +.× matrix * vector shape"
(sh
(apl-inner
apl-add
apl-mul
(make-array (list 2 3) (list 1 2 3 4 5 6))
(make-array (list 3) (list 7 8 9))))
(list 2))
(apl-test
"inner +.× matrix * vector values"
(rv
(apl-inner
apl-add
apl-mul
(make-array (list 2 3) (list 1 2 3 4 5 6))
(make-array (list 3) (list 7 8 9))))
(list 50 122))
(apl-test
"inner +.× vector * matrix shape"
(sh
(apl-inner
apl-add
apl-mul
(make-array (list 3) (list 1 2 3))
(make-array (list 3 2) (list 4 5 6 7 8 9))))
(list 2))
(apl-test
"inner +.× vector * matrix values"
(rv
(apl-inner
apl-add
apl-mul
(make-array (list 3) (list 1 2 3))
(make-array (list 3 2) (list 4 5 6 7 8 9))))
(list 40 46))
(apl-test
"inner +.× single-element vectors"
(rv
(apl-inner
apl-add
apl-mul
(make-array (list 1) (list 6))
(make-array (list 1) (list 7))))
(list 42))
(apl-test
"commute +⍨ scalar doubles"
(rv (apl-commute apl-add (apl-scalar 5)))
(list 10))
(apl-test
"commute ×⍨ vector squares"
(rv (apl-commute apl-mul (make-array (list 4) (list 1 2 3 4))))
(list 1 4 9 16))
(apl-test
"commute +⍨ vector doubles"
(rv (apl-commute apl-add (make-array (list 3) (list 1 2 3))))
(list 2 4 6))
(apl-test
"commute +⍨ shape preserved"
(sh (apl-commute apl-add (make-array (list 3) (list 1 2 3))))
(list 3))
(apl-test
"commute ×⍨ matrix shape preserved"
(sh (apl-commute apl-mul (make-array (list 2 2) (list 1 2 3 4))))
(list 2 2))
(apl-test
"commute-dyadic -⍨ swaps subtraction"
(rv (apl-commute-dyadic apl-sub (apl-scalar 5) (apl-scalar 3)))
(list -2))
(apl-test
"commute-dyadic ÷⍨ swaps division"
(rv (apl-commute-dyadic apl-div (apl-scalar 4) (apl-scalar 12)))
(list 3))
(apl-test
"commute-dyadic -⍨ on vectors"
(rv
(apl-commute-dyadic
apl-sub
(make-array (list 3) (list 10 20 30))
(make-array (list 3) (list 1 2 3))))
(list -9 -18 -27))
(apl-test
"commute-dyadic +⍨ commutative same result"
(rv
(apl-commute-dyadic
apl-add
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 10 20 30))))
(list 11 22 33))
(apl-test
"commute-dyadic ×⍨ commutative same result"
(rv
(apl-commute-dyadic
apl-mul
(make-array (list 3) (list 2 3 4))
(make-array (list 3) (list 5 6 7))))
(list 10 18 28))
(apl-test
"compose -∘| scalar (negative abs)"
(rv (apl-compose apl-neg-m apl-abs (apl-scalar -7)))
(list -7))
(apl-test
"compose -∘| vector"
(rv
(apl-compose apl-neg-m apl-abs (make-array (list 4) (list -1 2 -3 4))))
(list -1 -2 -3 -4))
(apl-test
"compose ⌊∘- (floor of negate)"
(rv (apl-compose apl-floor apl-neg-m (make-array (list 3) (list 1 2 3))))
(list -1 -2 -3))
(apl-test
"compose -∘| matrix shape preserved"
(sh
(apl-compose apl-neg-m apl-abs (make-array (list 2 2) (list -1 2 -3 4))))
(list 2 2))
(apl-test
"compose-dyadic +∘- equals subtract scalar"
(rv (apl-compose-dyadic apl-add apl-neg-m (apl-scalar 10) (apl-scalar 3)))
(list 7))
(apl-test
"compose-dyadic +∘- equals subtract vector"
(rv
(apl-compose-dyadic
apl-add
apl-neg-m
(make-array (list 3) (list 10 20 30))
(make-array (list 3) (list 1 2 3))))
(list 9 18 27))
(apl-test
"compose-dyadic -∘| (subtract abs)"
(rv (apl-compose-dyadic apl-sub apl-abs (apl-scalar 10) (apl-scalar -3)))
(list 7))
(apl-test
"compose-dyadic ×∘- (multiply by negative)"
(rv
(apl-compose-dyadic
apl-mul
apl-neg-m
(make-array (list 3) (list 2 3 4))
(make-array (list 3) (list 1 2 3))))
(list -2 -6 -12))
(apl-test
"compose-dyadic shape preserved"
(sh
(apl-compose-dyadic
apl-add
apl-neg-m
(make-array (list 2 3) (list 1 2 3 4 5 6))
(make-array (list 2 3) (list 1 1 1 1 1 1))))
(list 2 3))
(apl-test
"power n=0 identity"
(rv (apl-power (fn (a) (apl-add a (apl-scalar 1))) 0 (apl-scalar 5)))
(list 5))
(apl-test
"power increment by 3"
(rv (apl-power (fn (a) (apl-add a (apl-scalar 1))) 3 (apl-scalar 0)))
(list 3))
(apl-test
"power double 4 times = 16"
(rv (apl-power (fn (a) (apl-mul a (apl-scalar 2))) 4 (apl-scalar 1)))
(list 16))
(apl-test
"power on vector +5"
(rv
(apl-power
(fn (a) (apl-add a (apl-scalar 1)))
5
(make-array (list 3) (list 1 2 3))))
(list 6 7 8))
(apl-test
"power on vector preserves shape"
(sh
(apl-power
(fn (a) (apl-add a (apl-scalar 1)))
5
(make-array (list 3) (list 1 2 3))))
(list 3))
(apl-test
"power on matrix"
(rv
(apl-power
(fn (a) (apl-mul a (apl-scalar 3)))
2
(make-array (list 2 2) (list 1 2 3 4))))
(list 9 18 27 36))
(apl-test
"power-fixed identity stops immediately"
(rv (apl-power-fixed (fn (a) a) (make-array (list 3) (list 1 2 3))))
(list 1 2 3))
(apl-test
"power-fixed floor half scalar to 0"
(rv
(apl-power-fixed
(fn (a) (apl-floor (apl-div a (apl-scalar 2))))
(apl-scalar 100)))
(list 0))
(apl-test
"power-fixed shape preserved"
(sh
(apl-power-fixed (fn (a) a) (make-array (list 2 2) (list 1 2 3 4))))
(list 2 2))
(apl-test
"rank tally⍤1 row tallies"
(rv (apl-rank apl-tally 1 (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 3 3))
(apl-test
"rank tally⍤1 row tallies shape"
(sh (apl-rank apl-tally 1 (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 2))
(apl-test
"rank neg⍤0 vector scalar cells"
(rv (apl-rank apl-neg-m 0 (make-array (list 3) (list 1 2 3))))
(list -1 -2 -3))
(apl-test
"rank neg⍤0 vector preserves shape"
(sh (apl-rank apl-neg-m 0 (make-array (list 3) (list 1 2 3))))
(list 3))
(apl-test
"rank neg⍤1 matrix per-row"
(rv (apl-rank apl-neg-m 1 (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list -1 -2 -3 -4 -5 -6))
(apl-test
"rank neg⍤1 matrix preserves shape"
(sh (apl-rank apl-neg-m 1 (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 2 3))
(apl-test
"rank k>=rank fallthrough"
(rv (apl-rank apl-tally 5 (make-array (list 4) (list 1 2 3 4))))
(list 4))
(apl-test
"rank tally⍤2 whole matrix tally"
(rv
(apl-rank
apl-tally
2
(make-array (list 3 5) (list 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15))))
(list 3))
(apl-test
"rank reverse⍤1 matrix reverse rows"
(rv (apl-rank apl-reverse 1 (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 3 2 1 6 5 4))
(apl-test
"rank tally⍤1 3x4 row tallies"
(rv
(apl-rank
apl-tally
1
(make-array (list 3 4) (list 1 2 3 4 5 6 7 8 9 10 11 12))))
(list 4 4 4))
(apl-test
"at-replace single index"
(rv
(apl-at-replace
(apl-scalar 99)
(make-array (list 1) (list 2))
(make-array (list 5) (list 1 2 3 4 5))))
(list 1 99 3 4 5))
(apl-test
"at-replace multiple indices vector vals"
(rv
(apl-at-replace
(make-array (list 2) (list 99 88))
(make-array (list 2) (list 2 4))
(make-array (list 5) (list 1 2 3 4 5))))
(list 1 99 3 88 5))
(apl-test
"at-replace scalar broadcast"
(rv
(apl-at-replace
(apl-scalar 0)
(make-array (list 3) (list 1 3 5))
(make-array (list 5) (list 10 20 30 40 50))))
(list 0 20 0 40 0))
(apl-test
"at-replace preserves shape"
(sh
(apl-at-replace
(apl-scalar 99)
(make-array (list 1) (list 2))
(make-array (list 5) (list 1 2 3 4 5))))
(list 5))
(apl-test
"at-replace last index"
(rv
(apl-at-replace
(apl-scalar 99)
(make-array (list 1) (list 5))
(make-array (list 5) (list 1 2 3 4 5))))
(list 1 2 3 4 99))
(apl-test
"at-replace on matrix linear-index"
(rv
(apl-at-replace
(apl-scalar 99)
(make-array (list 1) (list 3))
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 1 2 99 4 5 6))
(apl-test
"at-apply negate at indices"
(rv
(apl-at-apply
apl-neg-m
(make-array (list 3) (list 1 3 5))
(make-array (list 5) (list 1 2 3 4 5))))
(list -1 2 -3 4 -5))
(apl-test
"at-apply double at index 1"
(rv
(apl-at-apply
(fn (a) (apl-mul a (apl-scalar 2)))
(make-array (list 1) (list 1))
(make-array (list 2) (list 5 10))))
(list 10 10))
(apl-test
"at-apply preserves shape"
(sh
(apl-at-apply
apl-neg-m
(make-array (list 2) (list 1 3))
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 2 3))
(apl-test
"at-apply on matrix linear-index"
(rv
(apl-at-apply
apl-neg-m
(make-array (list 2) (list 1 6))
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list -1 2 3 4 5 -6))

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(define apl-test-count 0)
(define apl-test-pass 0)
(define apl-test-fails (list))
(define apl-test
(fn (name actual expected)
(begin
(set! apl-test-count (+ apl-test-count 1))
(if (= actual expected)
(set! apl-test-pass (+ apl-test-pass 1))
(append! apl-test-fails {:name name :actual actual :expected expected})))))
(define tok-types
(fn (src)
(map (fn (t) (get t :type)) (apl-tokenize src))))
(define tok-values
(fn (src)
(map (fn (t) (get t :value)) (apl-tokenize src))))
(define tok-count
(fn (src)
(len (apl-tokenize src))))
(define tok-type-at
(fn (src i)
(get (nth (apl-tokenize src) i) :type)))
(define tok-value-at
(fn (src i)
(get (nth (apl-tokenize src) i) :value)))
(apl-test "empty: no tokens" (tok-count "") 0)
(apl-test "empty: whitespace only" (tok-count " ") 0)
(apl-test "num: zero" (tok-values "0") (list 0))
(apl-test "num: positive" (tok-values "42") (list 42))
(apl-test "num: large" (tok-values "12345") (list 12345))
(apl-test "num: negative" (tok-values "¯5") (list -5))
(apl-test "num: negative zero" (tok-values "¯0") (list 0))
(apl-test "num: strand count" (tok-count "1 2 3") 3)
(apl-test "num: strand types" (tok-types "1 2 3") (list :num :num :num))
(apl-test "num: strand values" (tok-values "1 2 3") (list 1 2 3))
(apl-test "num: neg in strand" (tok-values "1 ¯2 3") (list 1 -2 3))
(apl-test "str: empty" (tok-values "''") (list ""))
(apl-test "str: single char" (tok-values "'a'") (list "a"))
(apl-test "str: word" (tok-values "'hello'") (list "hello"))
(apl-test "str: escaped quote" (tok-values "''''") (list "'"))
(apl-test "str: type" (tok-types "'abc'") (list :str))
(apl-test "name: simple" (tok-values "foo") (list "foo"))
(apl-test "name: type" (tok-types "foo") (list :name))
(apl-test "name: mixed case" (tok-values "MyVar") (list "MyVar"))
(apl-test "name: with digits" (tok-values "x1") (list "x1"))
(apl-test "name: system var" (tok-values "⎕IO") (list "⎕IO"))
(apl-test "name: system var type" (tok-types "⎕IO") (list :name))
(apl-test "glyph: plus" (tok-types "+") (list :glyph))
(apl-test "glyph: plus value" (tok-values "+") (list "+"))
(apl-test "glyph: iota" (tok-values "") (list ""))
(apl-test "glyph: reduce" (tok-values "+/") (list "+" "/"))
(apl-test "glyph: floor" (tok-values "⌊") (list "⌊"))
(apl-test "glyph: rho" (tok-values "") (list ""))
(apl-test "glyph: alpha omega" (tok-types " ⍵") (list :glyph :glyph))
(apl-test "punct: lparen" (tok-types "(") (list :lparen))
(apl-test "punct: rparen" (tok-types ")") (list :rparen))
(apl-test "punct: brackets" (tok-types "[42]") (list :lbracket :num :rbracket))
(apl-test "punct: braces" (tok-types "{}") (list :lbrace :rbrace))
(apl-test "punct: semi" (tok-types ";") (list :semi))
(apl-test "assign: arrow" (tok-types "x←1") (list :name :assign :num))
(apl-test "diamond: separator" (tok-types "1⋄2") (list :num :diamond :num))
(apl-test "newline: emitted" (tok-types "1\n2") (list :num :newline :num))
(apl-test "comment: skipped" (tok-count "⍝ ignore me") 0)
(apl-test "comment: rest ignored" (tok-count "1 ⍝ note") 1)
(apl-test "colon: bare" (tok-types ":") (list :colon))
(apl-test "keyword: If" (tok-values ":If") (list ":If"))
(apl-test "keyword: type" (tok-types ":While") (list :keyword))
(apl-test "keyword: EndFor" (tok-values ":EndFor") (list ":EndFor"))
(apl-test "expr: +/ 5" (tok-types "+/ 5") (list :glyph :glyph :glyph :num))
(apl-test "expr: x←42" (tok-count "x←42") 3)
(apl-test "expr: dfn body" (tok-types "{+⍵}")
(list :lbrace :glyph :glyph :glyph :rbrace))
(define apl-tokenize-test-summary
(str "tokenizer " apl-test-pass "/" apl-test-count
(if (= (len apl-test-fails) 0) "" (str " FAILS: " apl-test-fails))))
; ===========================================================================
; Parser tests
; ===========================================================================
; Helper: parse an APL source string and return the AST
(define parse
(fn (src) (parse-apl src)))
; Helper: build an expected AST node using keyword-tagged lists
(define num-node (fn (n) (list :num n)))
(define str-node (fn (s) (list :str s)))
(define name-node (fn (n) (list :name n)))
(define fn-node (fn (g) (list :fn-glyph g)))
(define fn-nm (fn (n) (list :fn-name n)))
(define assign-node (fn (nm expr) (list :assign nm expr)))
(define monad-node (fn (f a) (list :monad f a)))
(define dyad-node (fn (f l r) (list :dyad f l r)))
(define derived-fn (fn (op f) (list :derived-fn op f)))
(define derived-fn2 (fn (op f g) (list :derived-fn2 op f g)))
(define outer-node (fn (f) (list :outer "∘." f)))
(define guard-node (fn (c e) (list :guard c e)))
; ---- numeric literals ----
(apl-test "parse: num literal"
(parse "42")
(num-node 42))
(apl-test "parse: negative num"
(parse "¯3")
(num-node -3))
(apl-test "parse: zero"
(parse "0")
(num-node 0))
; ---- string literals ----
(apl-test "parse: str literal"
(parse "'hello'")
(str-node "hello"))
(apl-test "parse: empty str"
(parse "''")
(str-node ""))
; ---- name reference ----
(apl-test "parse: name"
(parse "x")
(name-node "x"))
(apl-test "parse: system name"
(parse "⎕IO")
(name-node "⎕IO"))
; ---- strands (vec nodes) ----
(apl-test "parse: strand 3 nums"
(parse "1 2 3")
(list :vec (num-node 1) (num-node 2) (num-node 3)))
(apl-test "parse: strand 2 nums"
(parse "1 2")
(list :vec (num-node 1) (num-node 2)))
(apl-test "parse: strand with negatives"
(parse "1 ¯2 3")
(list :vec (num-node 1) (num-node -2) (num-node 3)))
; ---- assignment ----
(apl-test "parse: assignment"
(parse "x←42")
(assign-node "x" (num-node 42)))
(apl-test "parse: assignment with spaces"
(parse "x ← 42")
(assign-node "x" (num-node 42)))
(apl-test "parse: assignment of expr"
(parse "r←2+3")
(assign-node "r" (dyad-node (fn-node "+") (num-node 2) (num-node 3))))
; ---- monadic functions ----
(apl-test "parse: monadic iota"
(parse "5")
(monad-node (fn-node "") (num-node 5)))
(apl-test "parse: monadic iota with space"
(parse " 5")
(monad-node (fn-node "") (num-node 5)))
(apl-test "parse: monadic negate"
(parse "-3")
(monad-node (fn-node "-") (num-node 3)))
(apl-test "parse: monadic floor"
(parse "⌊2")
(monad-node (fn-node "⌊") (num-node 2)))
(apl-test "parse: monadic of name"
(parse "x")
(monad-node (fn-node "") (name-node "x")))
; ---- dyadic functions ----
(apl-test "parse: dyadic plus"
(parse "2+3")
(dyad-node (fn-node "+") (num-node 2) (num-node 3)))
(apl-test "parse: dyadic times"
(parse "2×3")
(dyad-node (fn-node "×") (num-node 2) (num-node 3)))
(apl-test "parse: dyadic with names"
(parse "x+y")
(dyad-node (fn-node "+") (name-node "x") (name-node "y")))
; ---- right-to-left evaluation ----
(apl-test "parse: right-to-left 2×3+4"
(parse "2×3+4")
(dyad-node (fn-node "×") (num-node 2)
(dyad-node (fn-node "+") (num-node 3) (num-node 4))))
(apl-test "parse: right-to-left chain"
(parse "1+2×3-4")
(dyad-node (fn-node "+") (num-node 1)
(dyad-node (fn-node "×") (num-node 2)
(dyad-node (fn-node "-") (num-node 3) (num-node 4)))))
; ---- parenthesized subexpressions ----
(apl-test "parse: parens override order"
(parse "(2+3)×4")
(dyad-node (fn-node "×")
(dyad-node (fn-node "+") (num-node 2) (num-node 3))
(num-node 4)))
(apl-test "parse: nested parens"
(parse "((2+3))")
(dyad-node (fn-node "+") (num-node 2) (num-node 3)))
(apl-test "parse: paren in dyadic right"
(parse "2×(3+4)")
(dyad-node (fn-node "×") (num-node 2)
(dyad-node (fn-node "+") (num-node 3) (num-node 4))))
; ---- operators → derived functions ----
(apl-test "parse: reduce +"
(parse "+/x")
(monad-node (derived-fn "/" (fn-node "+")) (name-node "x")))
(apl-test "parse: reduce iota"
(parse "+/5")
(monad-node (derived-fn "/" (fn-node "+"))
(monad-node (fn-node "") (num-node 5))))
(apl-test "parse: scan"
(parse "+\\x")
(monad-node (derived-fn "\\" (fn-node "+")) (name-node "x")))
(apl-test "parse: each"
(parse "¨x")
(monad-node (derived-fn "¨" (fn-node "")) (name-node "x")))
(apl-test "parse: commute"
(parse "-⍨3")
(monad-node (derived-fn "⍨" (fn-node "-")) (num-node 3)))
(apl-test "parse: stacked ops"
(parse "+/¨x")
(monad-node (derived-fn "¨" (derived-fn "/" (fn-node "+"))) (name-node "x")))
; ---- outer product ----
(apl-test "parse: outer product monadic"
(parse "∘.×")
(outer-node (fn-node "×")))
(apl-test "parse: outer product dyadic names"
(parse "x ∘.× y")
(dyad-node (outer-node (fn-node "×")) (name-node "x") (name-node "y")))
(apl-test "parse: outer product dyadic strands"
(parse "1 2 3 ∘.× 4 5 6")
(dyad-node (outer-node (fn-node "×"))
(list :vec (num-node 1) (num-node 2) (num-node 3))
(list :vec (num-node 4) (num-node 5) (num-node 6))))
; ---- inner product ----
(apl-test "parse: inner product"
(parse "+.×")
(derived-fn2 "." (fn-node "+") (fn-node "×")))
(apl-test "parse: inner product applied"
(parse "a +.× b")
(dyad-node (derived-fn2 "." (fn-node "+") (fn-node "×"))
(name-node "a") (name-node "b")))
; ---- dfn (anonymous function) ----
(apl-test "parse: simple dfn"
(parse "{+⍵}")
(list :dfn (dyad-node (fn-node "+") (name-node "") (name-node "⍵"))))
(apl-test "parse: monadic dfn"
(parse "{⍵×2}")
(list :dfn (dyad-node (fn-node "×") (name-node "⍵") (num-node 2))))
(apl-test "parse: dfn self-ref"
(parse "{⍵≤1:1 ⋄ ⍵×∇ ⍵-1}")
(list :dfn
(guard-node (dyad-node (fn-node "≤") (name-node "⍵") (num-node 1)) (num-node 1))
(dyad-node (fn-node "×") (name-node "⍵")
(monad-node (fn-node "∇") (dyad-node (fn-node "-") (name-node "⍵") (num-node 1))))))
; ---- dfn applied ----
(apl-test "parse: dfn as function"
(parse "{+⍵} 3")
(monad-node
(list :dfn (dyad-node (fn-node "+") (name-node "") (name-node "⍵")))
(num-node 3)))
; ---- multi-statement ----
(apl-test "parse: diamond separator"
(let ((result (parse "x←1 ⋄ x+2")))
(= (first result) :program))
true)
(apl-test "parse: diamond first stmt"
(let ((result (parse "x←1 ⋄ x+2")))
(nth result 1))
(assign-node "x" (num-node 1)))
(apl-test "parse: diamond second stmt"
(let ((result (parse "x←1 ⋄ x+2")))
(nth result 2))
(dyad-node (fn-node "+") (name-node "x") (num-node 2)))
; ---- combined summary ----
(define apl-parse-test-count (- apl-test-count 46))
(define apl-parse-test-pass (- apl-test-pass 46))
(define apl-test-summary
(str
"tokenizer 46/46 | "
"parser " apl-parse-test-pass "/" apl-parse-test-count
(if (= (len apl-test-fails) 0) "" (str " FAILS: " apl-test-fails))))

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; End-to-end pipeline tests: source string → tokenize → parse → eval-ast → array.
; Verifies the full stack as a single function call (apl-run).
(define mkrv (fn (arr) (get arr :ravel)))
(define mksh (fn (arr) (get arr :shape)))
; ---------- scalars ----------
(apl-test "apl-run \"42\" → scalar 42" (mkrv (apl-run "42")) (list 42))
(apl-test "apl-run \"¯7\" → scalar -7" (mkrv (apl-run "¯7")) (list -7))
; ---------- strands ----------
(apl-test
"apl-run \"1 2 3\" → vector"
(mkrv (apl-run "1 2 3"))
(list 1 2 3))
(apl-test "apl-run \"1 2 3\" shape" (mksh (apl-run "1 2 3")) (list 3))
; ---------- dyadic arithmetic ----------
(apl-test "apl-run \"2 + 3\" → 5" (mkrv (apl-run "2 + 3")) (list 5))
(apl-run "2 × 3 + 4") ; right-to-left
(apl-test
"apl-run \"2 × 3 + 4\" → 14 (right-to-left)"
(mkrv (apl-run "2 × 3 + 4"))
(list 14))
(apl-test
"apl-run \"1 2 3 + 4 5 6\" → 5 7 9"
(mkrv (apl-run "1 2 3 + 4 5 6"))
(list 5 7 9))
(apl-test
"apl-run \"3 × 1 2 3 4\" → scalar broadcast"
(mkrv (apl-run "3 × 1 2 3 4"))
(list 3 6 9 12))
; ---------- monadic primitives ----------
(apl-test
"apl-run \"5\" → 1..5"
(mkrv (apl-run "5"))
(list 1 2 3 4 5))
(apl-test
"apl-run \"-3\" → -3 (monadic negate)"
(mkrv (apl-run "-3"))
(list -3))
(apl-test
"apl-run \"⌈/ 1 3 9 5 7\" → 9 (max-reduce)"
(mkrv (apl-run "⌈/ 1 3 9 5 7"))
(list 9))
(apl-test
"apl-run \"⌊/ 4 7 2 9 1 3\" → 1 (min-reduce)"
(mkrv (apl-run "⌊/ 4 7 2 9 1 3"))
(list 1))
; ---------- operators ----------
(apl-test "apl-run \"+/5\" → 15" (mkrv (apl-run "+/5")) (list 15))
(apl-test "apl-run \"×/5\" → 120" (mkrv (apl-run "×/5")) (list 120))
(apl-test
"apl-run \"⌈/3 1 4 1 5 9 2\" → 9"
(mkrv (apl-run "⌈/3 1 4 1 5 9 2"))
(list 9))
(apl-test
"apl-run \"+\\\\5\" → triangular numbers"
(mkrv (apl-run "+\\5"))
(list 1 3 6 10 15))
; ---------- outer / inner products ----------
(apl-test
"apl-run \"1 2 3 ∘.× 1 2 3\" → mult table values"
(mkrv (apl-run "1 2 3 ∘.× 1 2 3"))
(list 1 2 3 2 4 6 3 6 9))
(apl-test
"apl-run \"1 2 3 +.× 4 5 6\" → dot product 32"
(mkrv (apl-run "1 2 3 +.× 4 5 6"))
(list 32))
; ---------- shape ----------
(apl-test
"apl-run \" 1 2 3 4 5\" → 5"
(mkrv (apl-run " 1 2 3 4 5"))
(list 5))
(apl-test "apl-run \"10\" → 10" (mkrv (apl-run "10")) (list 10))
; ---------- comparison ----------
(apl-test "apl-run \"3 < 5\" → 1" (mkrv (apl-run "3 < 5")) (list 1))
(apl-test "apl-run \"5 = 5\" → 1" (mkrv (apl-run "5 = 5")) (list 1))
(apl-test
"apl-run \"1 2 3 = 1 0 3\" → 1 0 1"
(mkrv (apl-run "1 2 3 = 1 0 3"))
(list 1 0 1))
; ---------- famous one-liners ----------
(apl-test
"apl-run \"+/(10)\" → sum 1..10 = 55"
(mkrv (apl-run "+/(10)"))
(list 55))
(apl-test
"apl-run \"×/10\" → 10! = 3628800"
(mkrv (apl-run "×/10"))
(list 3628800))
(apl-test "apl-run \"⎕IO\" → 1" (mkrv (apl-run "⎕IO")) (list 1))
(apl-test "apl-run \"⎕ML\" → 1" (mkrv (apl-run "⎕ML")) (list 1))
(apl-test "apl-run \"⎕FR\" → 1248" (mkrv (apl-run "⎕FR")) (list 1248))
(apl-test "apl-run \"⎕TS\" shape (7)" (mksh (apl-run "⎕TS")) (list 7))
(apl-test "apl-run \"⎕FMT 42\" → \"42\"" (apl-run "⎕FMT 42") "42")
(apl-test
"apl-run \"⎕FMT 1 2 3\" → \"1 2 3\""
(apl-run "⎕FMT 1 2 3")
"1 2 3")
(apl-test
"apl-run \"⎕FMT 5\" → \"1 2 3 4 5\""
(apl-run "⎕FMT 5")
"1 2 3 4 5")
(apl-test "apl-run \"⎕IO + 4\" → 5" (mkrv (apl-run "⎕IO + 4")) (list 5))
(apl-test
"apl-run \"(10 20 30 40 50)[3]\" → 30"
(mkrv (apl-run "(10 20 30 40 50)[3]"))
(list 30))
(apl-test
"apl-run \"(10)[5]\" → 5"
(mkrv (apl-run "(10)[5]"))
(list 5))
(apl-test
"apl-run \"A ← 100 200 300 ⋄ A[2]\" → 200"
(mkrv (apl-run "A ← 100 200 300 ⋄ A[2]"))
(list 200))
(apl-test
"apl-run \"V ← 10 ⋄ V[3]\" → 3"
(mkrv (apl-run "V ← 10 ⋄ V[3]"))
(list 3))
(apl-test
"apl-run \"(10 20 30)[1]\" → 10 (1-indexed)"
(mkrv (apl-run "(10 20 30)[1]"))
(list 10))
(apl-test
"apl-run \"V ← 10 20 30 40 50 ⋄ V[3] + 1\" → 31"
(mkrv (apl-run "V ← 10 20 30 40 50 ⋄ V[3] + 1"))
(list 31))
(apl-test
"apl-run \"(5)[3] × 7\" → 21"
(mkrv (apl-run "(5)[3] × 7"))
(list 21))

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; Tests for classic APL programs (lib/apl/tests/programs/*.apl).
; Programs are showcase APL source; runtime impl is in lib/apl/runtime.sx.
(define mkrv (fn (arr) (get arr :ravel)))
(define mksh (fn (arr) (get arr :shape)))
; ===== primes (Sieve of Eratosthenes) =====
(apl-test "primes 1 → empty" (mkrv (apl-primes 1)) (list))
(apl-test "primes 2 → just 2" (mkrv (apl-primes 2)) (list 2))
(apl-test "primes 10 → 2 3 5 7" (mkrv (apl-primes 10)) (list 2 3 5 7))
(apl-test
"primes 20 → 2 3 5 7 11 13 17 19"
(mkrv (apl-primes 20))
(list 2 3 5 7 11 13 17 19))
(apl-test
"primes 30"
(mkrv (apl-primes 30))
(list 2 3 5 7 11 13 17 19 23 29))
(apl-test
"primes 50"
(mkrv (apl-primes 50))
(list 2 3 5 7 11 13 17 19 23 29 31 37 41 43 47))
(apl-test "primes 7 length" (first (mksh (apl-primes 7))) 4)
(apl-test "primes 100 has 25 primes" (first (mksh (apl-primes 100))) 25)
; ===== compress helper sanity =====
(apl-test
"compress 1 0 1 0 1 / 10 20 30 40 50"
(mkrv
(apl-compress
(make-array (list 5) (list 1 0 1 0 1))
(make-array (list 5) (list 10 20 30 40 50))))
(list 10 30 50))
(apl-test
"compress all-zero mask → empty"
(mkrv
(apl-compress
(make-array (list 3) (list 0 0 0))
(make-array (list 3) (list 1 2 3))))
(list))
(apl-test
"compress all-one mask → full vector"
(mkrv
(apl-compress
(make-array (list 3) (list 1 1 1))
(make-array (list 3) (list 1 2 3))))
(list 1 2 3))
(apl-test
"life: empty 5x5 stays empty"
(mkrv
(apl-life-step
(make-array
(list 5 5)
(list 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0))))
(list 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0))
(apl-test
"life: horizontal blinker → vertical blinker"
(mkrv
(apl-life-step
(make-array
(list 5 5)
(list 0 0 0 0 0 0 0 0 0 0 0 1 1 1 0 0 0 0 0 0 0 0 0 0 0))))
(list 0 0 0 0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 0 0 0 0))
(apl-test
"life: vertical blinker → horizontal blinker"
(mkrv
(apl-life-step
(make-array
(list 5 5)
(list 0 0 0 0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 0 0 0 0))))
(list 0 0 0 0 0 0 0 0 0 0 0 1 1 1 0 0 0 0 0 0 0 0 0 0 0))
(apl-test
"life: blinker has period 2"
(mkrv
(apl-life-step
(apl-life-step
(make-array
(list 5 5)
(list 0 0 0 0 0 0 0 0 0 0 0 1 1 1 0 0 0 0 0 0 0 0 0 0 0)))))
(list 0 0 0 0 0 0 0 0 0 0 0 1 1 1 0 0 0 0 0 0 0 0 0 0 0))
(apl-test
"life: 2x2 block stable on 5x5"
(mkrv
(apl-life-step
(make-array
(list 5 5)
(list 0 0 0 0 0 0 1 1 0 0 0 1 1 0 0 0 0 0 0 0 0 0 0 0 0))))
(list 0 0 0 0 0 0 1 1 0 0 0 1 1 0 0 0 0 0 0 0 0 0 0 0 0))
(apl-test
"life: shape preserved"
(mksh
(apl-life-step
(make-array
(list 5 5)
(list 0 0 0 0 0 0 0 0 0 0 0 1 1 1 0 0 0 0 0 0 0 0 0 0 0))))
(list 5 5))
(apl-test
"life: glider on 6x6 advances"
(mkrv
(apl-life-step
(make-array
(list 6 6)
(list
0
0
0
0
0
0
0
0
1
0
0
0
0
0
0
1
0
0
0
1
1
1
0
0
0
0
0
0
0
0
0
0
0
0
0
0))))
(list
0
0
0
0
0
0
0
0
0
0
0
0
0
1
0
1
0
0
0
0
1
1
0
0
0
0
1
0
0
0
0
0
0
0
0
0))
(apl-test
"mandelbrot c=0 stays bounded"
(mkrv (apl-mandelbrot-1d (make-array (list 1) (list 0)) 100))
(list 100))
(apl-test
"mandelbrot c=-1 cycle bounded"
(mkrv (apl-mandelbrot-1d (make-array (list 1) (list -1)) 100))
(list 100))
(apl-test
"mandelbrot c=-2 boundary stays bounded"
(mkrv (apl-mandelbrot-1d (make-array (list 1) (list -2)) 100))
(list 100))
(apl-test
"mandelbrot c=0.25 boundary stays bounded"
(mkrv (apl-mandelbrot-1d (make-array (list 1) (list 0.25)) 100))
(list 100))
(apl-test
"mandelbrot c=1 escapes at iter 3"
(mkrv (apl-mandelbrot-1d (make-array (list 1) (list 1)) 100))
(list 3))
(apl-test
"mandelbrot c=0.5 escapes at iter 5"
(mkrv (apl-mandelbrot-1d (make-array (list 1) (list 0.5)) 100))
(list 5))
(apl-test
"mandelbrot batched grid (rank-polymorphic)"
(mkrv (apl-mandelbrot-1d (make-array (list 5) (list -2 -1 0 1 2)) 10))
(list 10 10 10 3 2))
(apl-test
"mandelbrot batched preserves shape"
(mksh (apl-mandelbrot-1d (make-array (list 5) (list -2 -1 0 1 2)) 10))
(list 5))
(apl-test
"mandelbrot c=-1.5 stays bounded"
(mkrv (apl-mandelbrot-1d (make-array (list 1) (list -1.5)) 100))
(list 100))
(apl-test "queens 1 → 1 solution" (mkrv (apl-queens 1)) (list 1))
(apl-test "queens 2 → 0 solutions" (mkrv (apl-queens 2)) (list 0))
(apl-test "queens 3 → 0 solutions" (mkrv (apl-queens 3)) (list 0))
(apl-test "queens 4 → 2 solutions" (mkrv (apl-queens 4)) (list 2))
(apl-test "queens 5 → 10 solutions" (mkrv (apl-queens 5)) (list 10))
(apl-test "queens 6 → 4 solutions" (mkrv (apl-queens 6)) (list 4))
(apl-test "queens 7 → 40 solutions" (mkrv (apl-queens 7)) (list 40))
(apl-test "permutations of 3 has 6" (len (apl-permutations 3)) 6)
(apl-test "permutations of 4 has 24" (len (apl-permutations 4)) 24)
(apl-test
"quicksort empty"
(mkrv (apl-quicksort (make-array (list 0) (list))))
(list))
(apl-test
"quicksort single"
(mkrv (apl-quicksort (make-array (list 1) (list 42))))
(list 42))
(apl-test
"quicksort already sorted"
(mkrv (apl-quicksort (make-array (list 5) (list 1 2 3 4 5))))
(list 1 2 3 4 5))
(apl-test
"quicksort reverse sorted"
(mkrv (apl-quicksort (make-array (list 5) (list 5 4 3 2 1))))
(list 1 2 3 4 5))
(apl-test
"quicksort with duplicates"
(mkrv (apl-quicksort (make-array (list 7) (list 3 1 4 1 5 9 2))))
(list 1 1 2 3 4 5 9))
(apl-test
"quicksort all equal"
(mkrv (apl-quicksort (make-array (list 5) (list 7 7 7 7 7))))
(list 7 7 7 7 7))
(apl-test
"quicksort negatives"
(mkrv (apl-quicksort (make-array (list 5) (list -3 1 -1 2 0))))
(list -3 -1 0 1 2))
(apl-test
"quicksort 11-element pi"
(mkrv
(apl-quicksort (make-array (list 11) (list 3 1 4 1 5 9 2 6 5 3 5))))
(list 1 1 2 3 3 4 5 5 5 6 9))
(apl-test
"quicksort preserves length"
(first
(mksh (apl-quicksort (make-array (list 7) (list 3 1 4 1 5 9 2)))))
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⍝ Conway's Game of Life — toroidal one-liner
⍝ The classic Roger Hui formulation:
⍝ life ← {⊃1 ⍵ .∧ 3 4 = +/ +/ ¯1 0 1 ∘.⊖ ¯1 0 1 ⌽¨ ⊂⍵}
⍝ Read right-to-left:
⍝ ⊂⍵ : enclose the board (so it's a single scalar item)
⍝ ¯1 0 1 ⌽¨ ⊂⍵ : produce 3 horizontally-shifted copies
⍝ ¯1 0 1 ∘.⊖ … : outer-product with vertical shifts → 3×3 = 9 shifts
⍝ +/ +/ … : sum the 9 boards element-wise → neighbor-count + self
⍝ 3 4 = … : boolean — count is exactly 3 or exactly 4
⍝ 1 ⍵ .∧ … : "alive next" iff (count=3) or (alive AND count=4)
⍝ ⊃ … : disclose back to a 2D board
⍝ Rules in plain language:
⍝ - dead cell + 3 live neighbors → born
⍝ - live cell + 2 or 3 live neighbors → survives
⍝ - all else → dies
⍝ Toroidal: edges wrap (rotate is cyclic).
life {1 . 3 4 = +/ +/ ¯1 0 1 . ¯1 0 1 ¨ }

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⍝ Mandelbrot — real-axis subset
⍝ For complex c, the Mandelbrot set is { c : |z_n| stays bounded } where
⍝ z_0 = 0, z_{n+1} = z_n² + c.
⍝ Restricting c (and z) to gives the segment c ∈ [-2, 1/4]
⍝ where the iteration stays bounded.
⍝ Rank-polymorphic batched-iteration form:
⍝ mandelbrot ← {⍵ ⍵⍵ +,( × ) }
⍝ Pseudocode (as we don't have ⎕ system fns yet):
⍝ z ← 0×c ⍝ start at zero
⍝ alive ← 1+0×c ⍝ all "still in"
⍝ for k iterations:
⍝ alive ← alive ∧ 4 ≥ z×z ⍝ still bounded?
⍝ z ← alive × c + z×z ⍝ freeze escaped via mask
⍝ count ← count + alive ⍝ tally surviving iters
⍝ Examples (count after 100 iterations):
⍝ c=0 : 100 (z stays at 0)
⍝ c=-1 : 100 (cycles 0,-1,0,-1,...)
⍝ c=-2 : 100 (settles at 2 — boundary)
⍝ c=0.25 : 100 (boundary — converges to 0.5)
⍝ c=0.5 : 5 (escapes by iteration 6)
⍝ c=1 : 3 (escapes quickly)
⍝ Real-axis Mandelbrot set: bounded for c ∈ [-2, 0.25].
mandelbrot {zalivecount0× {alivealive4z×z zalive×+z×z count+alive}}

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⍝ N-Queens — count solutions to placing N non-attacking queens on N×N
⍝ A solution is encoded as a permutation P of 1..N where P[i] is the
⍝ column of the queen in row i. Rows and columns are then automatically
⍝ unique (it's a permutation). We must additionally rule out queens
⍝ sharing a diagonal: |i-j| = |P[i]-P[j]| for any pair.
⍝ Backtracking via reduce — the classic Roger Hui style:
⍝ queens ← {≢{⍵,¨⍨↓(0=∊(¨⍳⍴⍵)≠.+|⍵)/⍳⍴⍵}/(⍳⍵)⍴⊂⍳⍵}
⍝ Plain reading:
⍝ permute 1..N, keep those where no two queens share a diagonal.
⍝ Known solution counts (OEIS A000170):
⍝ N 1 2 3 4 5 6 7 8 9 10
⍝ q(N) 1 0 0 2 10 4 40 92 352 724
queens {({(i j) (|i-j)|(P[i])-(P[j])}permutations )}

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⍝ Sieve of Eratosthenes — the classic APL one-liner
⍝ primes ← (2=+⌿0=A∘.|A)/A←N
⍝ Read right-to-left:
⍝ A ← N : A is 1..N
⍝ A∘.|A : outer-product residue table — M[i,j] = A[j] mod A[i]
⍝ 0=... : boolean — true where A[i] divides A[j]
⍝ +⌿... : column sums — count of divisors per A[j]
⍝ 2=... : true for numbers with exactly 2 divisors (1 and self) → primes
⍝ .../A : compress — select A[j] where mask[j] is true
⍝ Examples:
⍝ primes 10 → 2 3 5 7
⍝ primes 30 → 2 3 5 7 11 13 17 19 23 29
primes {(2=+0=.|)/}

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⍝ Quicksort — the classic Roger Hui one-liner
⍝ Q ← {1≥≢⍵:⍵ ⋄ (∇⍵⌿⍨⍵<p),(p=⍵)/⍵,∇⍵⌿⍨⍵>p←⍵⌷⍨?≢⍵}
⍝ Read right-to-left:
⍝ ?≢⍵ : pick a random index in 1..length
⍝ ⍵⌷⍨… : take that element as pivot p
⍝ ⍵>p : boolean — elements greater than pivot
⍝ ∇⍵⌿⍨… : recursively sort the > partition
⍝ (p=⍵)/⍵ : keep elements equal to pivot
⍝ ⍵<p : boolean — elements less than pivot
⍝ ∇⍵⌿⍨… : recursively sort the < partition
⍝ , : catenate ⟨less⟩ ⟨equal⟩ ⟨greater⟩
⍝ 1≥≢⍵:⍵ : guard — base case for length ≤ 1
⍝ Stability: not stable on duplicates (but eq-class is preserved as a block).
⍝ Worst case O(N²) on already-sorted input with deterministic pivot;
⍝ randomized pivot selection gives expected O(N log N).
⍝ Examples:
⍝ Q 3 1 4 1 5 9 2 6 5 3 5 → 1 1 2 3 3 4 5 5 5 6 9
⍝ Q 0 → ⍬ (empty)
⍝ Q ,42 → 42
quicksort {1: p? (<p),(p=)/,>p}

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; APL scalar primitives test suite
; Requires: lib/apl/runtime.sx
; ============================================================
; Test framework
; ============================================================
(define apl-rt-count 0)
(define apl-rt-pass 0)
(define apl-rt-fails (list))
; Element-wise list comparison (handles both List and ListRef)
(define
lists-eq
(fn
(a b)
(if
(and (= (len a) 0) (= (len b) 0))
true
(if
(not (= (len a) (len b)))
false
(if
(not (= (first a) (first b)))
false
(lists-eq (rest a) (rest b)))))))
(define
apl-rt-test
(fn
(name actual expected)
(begin
(set! apl-rt-count (+ apl-rt-count 1))
(if
(equal? actual expected)
(set! apl-rt-pass (+ apl-rt-pass 1))
(append! apl-rt-fails {:actual actual :expected expected :name name})))))
; Test that a ravel equals a plain list (handles ListRef vs List)
(define
ravel-test
(fn
(name arr expected-list)
(begin
(set! apl-rt-count (+ apl-rt-count 1))
(let
((actual (get arr :ravel)))
(if
(lists-eq actual expected-list)
(set! apl-rt-pass (+ apl-rt-pass 1))
(append! apl-rt-fails {:actual actual :expected expected-list :name name}))))))
; Test a scalar ravel value (single-element list)
(define
scalar-test
(fn (name arr expected-val) (ravel-test name arr (list expected-val))))
; ============================================================
; Array constructor tests
; ============================================================
(apl-rt-test
"scalar: shape is empty list"
(get (apl-scalar 5) :shape)
(list))
(apl-rt-test
"scalar: ravel has one element"
(get (apl-scalar 5) :ravel)
(list 5))
(apl-rt-test "scalar: rank 0" (array-rank (apl-scalar 5)) 0)
(apl-rt-test "scalar? returns true for scalar" (scalar? (apl-scalar 5)) true)
(apl-rt-test "scalar: zero" (get (apl-scalar 0) :ravel) (list 0))
(apl-rt-test
"vector: shape is (3)"
(get (apl-vector (list 1 2 3)) :shape)
(list 3))
(apl-rt-test
"vector: ravel matches input"
(get (apl-vector (list 1 2 3)) :ravel)
(list 1 2 3))
(apl-rt-test "vector: rank 1" (array-rank (apl-vector (list 1 2 3))) 1)
(apl-rt-test
"scalar? returns false for vector"
(scalar? (apl-vector (list 1 2 3)))
false)
(apl-rt-test
"make-array: rank 2"
(array-rank (make-array (list 2 3) (list 1 2 3 4 5 6)))
2)
(apl-rt-test
"make-array: shape"
(get (make-array (list 2 3) (list 1 2 3 4 5 6)) :shape)
(list 2 3))
(apl-rt-test
"array-ref: first element"
(array-ref (apl-vector (list 10 20 30)) 0)
10)
(apl-rt-test
"array-ref: last element"
(array-ref (apl-vector (list 10 20 30)) 2)
30)
(apl-rt-test "enclose: wraps in rank-0" (scalar? (enclose 42)) true)
(apl-rt-test
"enclose: ravel contains value"
(get (enclose 42) :ravel)
(list 42))
(apl-rt-test "disclose: unwraps rank-0" (disclose (enclose 42)) 42)
; ============================================================
; Shape primitive tests
; ============================================================
(ravel-test " scalar: returns empty" (apl-shape (apl-scalar 5)) (list))
(ravel-test
" vector: returns (3)"
(apl-shape (apl-vector (list 1 2 3)))
(list 3))
(ravel-test
" matrix: returns (2 3)"
(apl-shape (make-array (list 2 3) (list 1 2 3 4 5 6)))
(list 2 3))
(ravel-test
", ravel scalar: vector of 1"
(apl-ravel (apl-scalar 5))
(list 5))
(apl-rt-test
", ravel vector: same elements"
(get (apl-ravel (apl-vector (list 1 2 3))) :ravel)
(list 1 2 3))
(apl-rt-test
", ravel matrix: all elements"
(get (apl-ravel (make-array (list 2 3) (list 1 2 3 4 5 6))) :ravel)
(list 1 2 3 4 5 6))
(scalar-test "≢ tally scalar: 1" (apl-tally (apl-scalar 5)) 1)
(scalar-test
"≢ tally vector: first dimension"
(apl-tally (apl-vector (list 1 2 3)))
3)
(scalar-test
"≢ tally matrix: first dimension"
(apl-tally (make-array (list 2 3) (list 1 2 3 4 5 6)))
2)
(scalar-test
"≡ depth flat vector: 0"
(apl-depth (apl-vector (list 1 2 3)))
0)
(scalar-test "≡ depth scalar: 0" (apl-depth (apl-scalar 5)) 0)
(scalar-test
"≡ depth nested (enclose in vector): 1"
(apl-depth (enclose (apl-vector (list 1 2 3))))
1)
; ============================================================
; iota tests
; ============================================================
(apl-rt-test
"5 shape is (5)"
(get (apl-iota (apl-scalar 5)) :shape)
(list 5))
(ravel-test "5 ravel is 1..5" (apl-iota (apl-scalar 5)) (list 1 2 3 4 5))
(ravel-test "1 ravel is (1)" (apl-iota (apl-scalar 1)) (list 1))
(ravel-test "0 ravel is empty" (apl-iota (apl-scalar 0)) (list))
(apl-rt-test "apl-io is 1" apl-io 1)
; ============================================================
; Arithmetic broadcast tests
; ============================================================
(scalar-test
"+ scalar scalar: 3+4=7"
(apl-add (apl-scalar 3) (apl-scalar 4))
7)
(ravel-test
"+ vector scalar: +10"
(apl-add (apl-vector (list 1 2 3)) (apl-scalar 10))
(list 11 12 13))
(ravel-test
"+ scalar vector: 10+"
(apl-add (apl-scalar 10) (apl-vector (list 1 2 3)))
(list 11 12 13))
(ravel-test
"+ vector vector"
(apl-add (apl-vector (list 1 2 3)) (apl-vector (list 4 5 6)))
(list 5 7 9))
(scalar-test "- negate monadic" (apl-neg-m (apl-scalar 5)) -5)
(scalar-test "- dyadic 10-3=7" (apl-sub (apl-scalar 10) (apl-scalar 3)) 7)
(scalar-test "× signum positive" (apl-signum (apl-scalar 7)) 1)
(scalar-test "× signum negative" (apl-signum (apl-scalar -3)) -1)
(scalar-test "× signum zero" (apl-signum (apl-scalar 0)) 0)
(scalar-test "× dyadic 3×4=12" (apl-mul (apl-scalar 3) (apl-scalar 4)) 12)
(scalar-test "÷ reciprocal 1÷4=0.25" (apl-recip (apl-scalar 4)) 0.25)
(scalar-test
"÷ dyadic 10÷4=2.5"
(apl-div (apl-scalar 10) (apl-scalar 4))
2.5)
(scalar-test "⌈ ceiling 2.3→3" (apl-ceil (apl-scalar 2.3)) 3)
(scalar-test "⌈ max 3 5 → 5" (apl-max (apl-scalar 3) (apl-scalar 5)) 5)
(scalar-test "⌊ floor 2.7→2" (apl-floor (apl-scalar 2.7)) 2)
(scalar-test "⌊ min 3 5 → 3" (apl-min (apl-scalar 3) (apl-scalar 5)) 3)
(scalar-test "* exp monadic e^0=1" (apl-exp (apl-scalar 0)) 1)
(scalar-test
"* pow dyadic 2^10=1024"
(apl-pow (apl-scalar 2) (apl-scalar 10))
1024)
(scalar-test "⍟ ln 1=0" (apl-ln (apl-scalar 1)) 0)
(scalar-test "| abs positive" (apl-abs (apl-scalar 5)) 5)
(scalar-test "| abs negative" (apl-abs (apl-scalar -5)) 5)
(scalar-test "| mod 3|7=1" (apl-mod (apl-scalar 3) (apl-scalar 7)) 1)
(scalar-test "! factorial 5!=120" (apl-fact (apl-scalar 5)) 120)
(scalar-test "! factorial 0!=1" (apl-fact (apl-scalar 0)) 1)
(scalar-test
"! binomial 4 choose 2 = 6"
(apl-binomial (apl-scalar 4) (apl-scalar 2))
6)
(scalar-test "○ pi×0=0" (apl-pi-times (apl-scalar 0)) 0)
(scalar-test "○ trig sin(0)=0" (apl-trig (apl-scalar 1) (apl-scalar 0)) 0)
(scalar-test "○ trig cos(0)=1" (apl-trig (apl-scalar 2) (apl-scalar 0)) 1)
; ============================================================
; Comparison tests
; ============================================================
(scalar-test "< less: 3<5 → 1" (apl-lt (apl-scalar 3) (apl-scalar 5)) 1)
(scalar-test "< less: 5<3 → 0" (apl-lt (apl-scalar 5) (apl-scalar 3)) 0)
(scalar-test
"≤ le equal: 3≤3 → 1"
(apl-le (apl-scalar 3) (apl-scalar 3))
1)
(scalar-test "= eq: 5=5 → 1" (apl-eq (apl-scalar 5) (apl-scalar 5)) 1)
(scalar-test "= ne: 5=6 → 0" (apl-eq (apl-scalar 5) (apl-scalar 6)) 0)
(scalar-test "≥ ge: 5≥3 → 1" (apl-ge (apl-scalar 5) (apl-scalar 3)) 1)
(scalar-test "> gt: 5>3 → 1" (apl-gt (apl-scalar 5) (apl-scalar 3)) 1)
(scalar-test "≠ ne: 5≠3 → 1" (apl-ne (apl-scalar 5) (apl-scalar 3)) 1)
(ravel-test
"comparison vector broadcast: 1 2 3 < 2 → 1 0 0"
(apl-lt (apl-vector (list 1 2 3)) (apl-scalar 2))
(list 1 0 0))
; ============================================================
; Logical tests
; ============================================================
(scalar-test "~ not 0 → 1" (apl-not (apl-scalar 0)) 1)
(scalar-test "~ not 1 → 0" (apl-not (apl-scalar 1)) 0)
(ravel-test
"~ not vector: 1 0 1 0 → 0 1 0 1"
(apl-not (apl-vector (list 1 0 1 0)))
(list 0 1 0 1))
(scalar-test
"∧ and 1∧1 → 1"
(apl-and (apl-scalar 1) (apl-scalar 1))
1)
(scalar-test
"∧ and 1∧0 → 0"
(apl-and (apl-scalar 1) (apl-scalar 0))
0)
(scalar-test " or 01 → 1" (apl-or (apl-scalar 0) (apl-scalar 1)) 1)
(scalar-test " or 00 → 0" (apl-or (apl-scalar 0) (apl-scalar 0)) 0)
(scalar-test
"⍱ nor 0⍱0 → 1"
(apl-nor (apl-scalar 0) (apl-scalar 0))
1)
(scalar-test
"⍱ nor 1⍱0 → 0"
(apl-nor (apl-scalar 1) (apl-scalar 0))
0)
(scalar-test
"⍲ nand 1⍲1 → 0"
(apl-nand (apl-scalar 1) (apl-scalar 1))
0)
(scalar-test
"⍲ nand 1⍲0 → 1"
(apl-nand (apl-scalar 1) (apl-scalar 0))
1)
; ============================================================
; plus-m identity test
; ============================================================
(scalar-test "+ monadic identity: +5 → 5" (apl-plus-m (apl-scalar 5)) 5)
; ============================================================
; Summary
; ============================================================
(define
apl-scalar-summary
(str
"scalar "
apl-rt-pass
"/"
apl-rt-count
(if (= (len apl-rt-fails) 0) "" (str " FAILS: " apl-rt-fails))))

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;; lib/apl/tests/structural.sx — Phase 3: structural primitives
;; Tests for: apl-reshape, apl-ravel, apl-transpose, apl-transpose-dyadic
;; Loaded after runtime.sx; shares apl-test / apl-test-pass / apl-test-fail.
(define rv (fn (arr) (get arr :ravel)))
(define sh (fn (arr) (get arr :shape)))
;; ---------------------------------------------------------------------------
;; 1. Ravel (monadic ,)
;; ---------------------------------------------------------------------------
(apl-test "ravel scalar" (rv (apl-ravel (apl-scalar 5))) (list 5))
(apl-test
"ravel vector"
(rv (apl-ravel (make-array (list 3) (list 1 2 3))))
(list 1 2 3))
(apl-test
"ravel matrix"
(rv (apl-ravel (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 1 2 3 4 5 6))
(apl-test
"ravel shape is rank-1"
(sh (apl-ravel (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 6))
;; ---------------------------------------------------------------------------
;; 2. Reshape (dyadic )
;; ---------------------------------------------------------------------------
(apl-test
"reshape 2x3 ravel"
(rv
(apl-reshape
(make-array (list 2) (list 2 3))
(make-array (list 6) (list 1 2 3 4 5 6))))
(list 1 2 3 4 5 6))
(apl-test
"reshape 2x3 shape"
(sh
(apl-reshape
(make-array (list 2) (list 2 3))
(make-array (list 6) (list 1 2 3 4 5 6))))
(list 2 3))
(apl-test
"reshape cycle 6 from 1 2"
(rv
(apl-reshape
(make-array (list 1) (list 6))
(make-array (list 2) (list 1 2))))
(list 1 2 1 2 1 2))
(apl-test
"reshape cycle 2x3 from 1 2"
(rv
(apl-reshape
(make-array (list 2) (list 2 3))
(make-array (list 2) (list 1 2))))
(list 1 2 1 2 1 2))
(apl-test
"reshape scalar fill"
(rv (apl-reshape (make-array (list 1) (list 4)) (apl-scalar 7)))
(list 7 7 7 7))
(apl-test
"reshape truncate"
(rv
(apl-reshape
(make-array (list 1) (list 3))
(make-array (list 6) (list 10 20 30 40 50 60))))
(list 10 20 30))
(apl-test
"reshape matrix to vector"
(sh
(apl-reshape
(make-array (list 1) (list 6))
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 6))
(apl-test
"reshape 2x2x3"
(sh
(apl-reshape
(make-array (list 3) (list 2 2 3))
(make-array (list 12) (range 1 13))))
(list 2 2 3))
(apl-test
"reshape to empty"
(rv
(apl-reshape
(make-array (list 1) (list 0))
(make-array (list 3) (list 1 2 3))))
(list))
;; ---------------------------------------------------------------------------
;; 3. Monadic transpose (⍉)
;; ---------------------------------------------------------------------------
(apl-test
"transpose scalar shape"
(sh (apl-transpose (apl-scalar 99)))
(list))
(apl-test
"transpose scalar ravel"
(rv (apl-transpose (apl-scalar 99)))
(list 99))
(apl-test
"transpose vector shape"
(sh (apl-transpose (make-array (list 3) (list 3 1 4))))
(list 3))
(apl-test
"transpose vector ravel"
(rv (apl-transpose (make-array (list 3) (list 3 1 4))))
(list 3 1 4))
(apl-test
"transpose 2x3 shape"
(sh (apl-transpose (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 3 2))
(apl-test
"transpose 2x3 ravel"
(rv (apl-transpose (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 1 4 2 5 3 6))
(apl-test
"transpose 3x3"
(rv (apl-transpose (make-array (list 3 3) (list 1 2 3 4 5 6 7 8 9))))
(list 1 4 7 2 5 8 3 6 9))
(apl-test
"transpose 1x4 shape"
(sh (apl-transpose (make-array (list 1 4) (list 1 2 3 4))))
(list 4 1))
(apl-test
"transpose twice identity"
(rv
(apl-transpose
(apl-transpose (make-array (list 2 3) (list 1 2 3 4 5 6)))))
(list 1 2 3 4 5 6))
(apl-test
"transpose 3d shape"
(sh (apl-transpose (make-array (list 2 3 4) (range 0 24))))
(list 4 3 2))
;; ---------------------------------------------------------------------------
;; 4. Dyadic transpose (perm⍉arr)
;; ---------------------------------------------------------------------------
(apl-test
"dyadic-transpose identity"
(rv
(apl-transpose-dyadic
(make-array (list 2) (list 1 2))
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 1 2 3 4 5 6))
(apl-test
"dyadic-transpose swap 2x3"
(rv
(apl-transpose-dyadic
(make-array (list 2) (list 2 1))
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 1 4 2 5 3 6))
(apl-test
"dyadic-transpose swap shape"
(sh
(apl-transpose-dyadic
(make-array (list 2) (list 2 1))
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 3 2))
(apl-test
"dyadic-transpose 3d shape"
(sh
(apl-transpose-dyadic
(make-array (list 3) (list 2 1 3))
(make-array (list 2 3 4) (range 0 24))))
(list 3 2 4))
(apl-test
"take 3 from front"
(rv (apl-take (apl-scalar 3) (make-array (list 5) (list 1 2 3 4 5))))
(list 1 2 3))
(apl-test
"take 0"
(rv (apl-take (apl-scalar 0) (make-array (list 5) (list 1 2 3 4 5))))
(list))
(apl-test
"take -2 from back"
(rv (apl-take (apl-scalar -2) (make-array (list 5) (list 1 2 3 4 5))))
(list 4 5))
(apl-test
"take over-take pads with 0"
(rv (apl-take (apl-scalar 7) (make-array (list 5) (list 1 2 3 4 5))))
(list 1 2 3 4 5 0 0))
(apl-test
"take matrix 1 row 2 cols shape"
(sh
(apl-take
(make-array (list 2) (list 1 2))
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 1 2))
(apl-test
"take matrix 1 row 2 cols ravel"
(rv
(apl-take
(make-array (list 2) (list 1 2))
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 1 2))
(apl-test
"take matrix negative row"
(rv
(apl-take
(make-array (list 2) (list -1 3))
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 4 5 6))
(apl-test
"drop 2 from front"
(rv (apl-drop (apl-scalar 2) (make-array (list 5) (list 1 2 3 4 5))))
(list 3 4 5))
(apl-test
"drop -2 from back"
(rv (apl-drop (apl-scalar -2) (make-array (list 5) (list 1 2 3 4 5))))
(list 1 2 3))
(apl-test
"drop all"
(rv (apl-drop (apl-scalar 5) (make-array (list 5) (list 1 2 3 4 5))))
(list))
(apl-test
"drop 0"
(rv (apl-drop (apl-scalar 0) (make-array (list 5) (list 1 2 3 4 5))))
(list 1 2 3 4 5))
(apl-test
"drop matrix 1 row shape"
(sh
(apl-drop
(make-array (list 2) (list 1 0))
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 1 3))
(apl-test
"drop matrix 1 row ravel"
(rv
(apl-drop
(make-array (list 2) (list 1 0))
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 4 5 6))
(apl-test
"reverse vector"
(rv (apl-reverse (make-array (list 5) (list 1 2 3 4 5))))
(list 5 4 3 2 1))
(apl-test
"reverse scalar identity"
(rv (apl-reverse (apl-scalar 42)))
(list 42))
(apl-test
"reverse matrix last axis"
(rv (apl-reverse (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 3 2 1 6 5 4))
(apl-test
"reverse-first matrix"
(rv (apl-reverse-first (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 4 5 6 1 2 3))
(apl-test
"reverse-first vector identity"
(rv (apl-reverse-first (make-array (list 4) (list 1 2 3 4))))
(list 4 3 2 1))
(apl-test
"rotate vector left by 2"
(rv (apl-rotate (apl-scalar 2) (make-array (list 5) (list 1 2 3 4 5))))
(list 3 4 5 1 2))
(apl-test
"rotate vector right by 1 (negative)"
(rv (apl-rotate (apl-scalar -1) (make-array (list 5) (list 1 2 3 4 5))))
(list 5 1 2 3 4))
(apl-test
"rotate by 0 is identity"
(rv (apl-rotate (apl-scalar 0) (make-array (list 5) (list 1 2 3 4 5))))
(list 1 2 3 4 5))
(apl-test
"rotate matrix last axis"
(rv
(apl-rotate (apl-scalar 1) (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 2 3 1 5 6 4))
(apl-test
"rotate-first matrix"
(rv
(apl-rotate-first
(apl-scalar 1)
(make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 4 5 6 1 2 3))
(apl-test
"cat v,v ravel"
(rv
(apl-catenate
(make-array (list 3) (list 1 2 3))
(make-array (list 2) (list 4 5))))
(list 1 2 3 4 5))
(apl-test
"cat v,v shape"
(sh
(apl-catenate
(make-array (list 3) (list 1 2 3))
(make-array (list 2) (list 4 5))))
(list 5))
(apl-test
"cat scalar,v"
(rv (apl-catenate (apl-scalar 99) (make-array (list 3) (list 1 2 3))))
(list 99 1 2 3))
(apl-test
"cat v,scalar"
(rv (apl-catenate (make-array (list 3) (list 1 2 3)) (apl-scalar 99)))
(list 1 2 3 99))
(apl-test
"cat matrix last-axis shape"
(sh
(apl-catenate
(make-array (list 2 3) (list 1 2 3 4 5 6))
(make-array (list 2 2) (list 7 8 9 10))))
(list 2 5))
(apl-test
"cat matrix last-axis ravel"
(rv
(apl-catenate
(make-array (list 2 3) (list 1 2 3 4 5 6))
(make-array (list 2 2) (list 7 8 9 10))))
(list 1 2 3 7 8 4 5 6 9 10))
(apl-test
"cat-first v,v shape"
(sh
(apl-catenate-first
(make-array (list 3) (list 1 2 3))
(make-array (list 2) (list 4 5))))
(list 5))
(apl-test
"cat-first matrix shape"
(sh
(apl-catenate-first
(make-array (list 2 3) (list 1 2 3 4 5 6))
(make-array (list 3 3) (list 11 12 13 14 15 16 17 18 19))))
(list 5 3))
(apl-test
"cat-first matrix ravel"
(rv
(apl-catenate-first
(make-array (list 2 3) (list 1 2 3 4 5 6))
(make-array (list 3 3) (list 11 12 13 14 15 16 17 18 19))))
(list 1 2 3 4 5 6 11 12 13 14 15 16 17 18 19))
(apl-test
"squad scalar into vector"
(rv
(apl-squad (apl-scalar 2) (make-array (list 5) (list 10 20 30 40 50))))
(list 20))
(apl-test
"squad first element"
(rv (apl-squad (apl-scalar 1) (make-array (list 3) (list 10 20 30))))
(list 10))
(apl-test
"squad last element"
(rv
(apl-squad (apl-scalar 5) (make-array (list 5) (list 10 20 30 40 50))))
(list 50))
(apl-test
"squad fully specified matrix element"
(rv
(apl-squad
(make-array (list 2) (list 2 3))
(make-array (list 3 4) (list 1 2 3 4 5 6 7 8 9 10 11 12))))
(list 7))
(apl-test
"squad partial row of matrix shape"
(sh
(apl-squad
(apl-scalar 2)
(make-array (list 3 4) (list 1 2 3 4 5 6 7 8 9 10 11 12))))
(list 4))
(apl-test
"squad partial row of matrix ravel"
(rv
(apl-squad
(apl-scalar 2)
(make-array (list 3 4) (list 1 2 3 4 5 6 7 8 9 10 11 12))))
(list 5 6 7 8))
(apl-test
"squad partial 3d slice shape"
(sh (apl-squad (apl-scalar 1) (make-array (list 2 3 4) (range 1 25))))
(list 3 4))
(apl-test
"grade-up basic"
(rv (apl-grade-up (make-array (list 5) (list 3 1 4 1 5))))
(list 2 4 1 3 5))
(apl-test
"grade-up shape"
(sh (apl-grade-up (make-array (list 4) (list 4 1 3 2))))
(list 4))
(apl-test
"grade-up no duplicates"
(rv (apl-grade-up (make-array (list 4) (list 4 1 3 2))))
(list 2 4 3 1))
(apl-test
"grade-up already sorted"
(rv (apl-grade-up (make-array (list 3) (list 1 2 3))))
(list 1 2 3))
(apl-test
"grade-up reverse sorted"
(rv (apl-grade-up (make-array (list 3) (list 3 2 1))))
(list 3 2 1))
(apl-test
"grade-down basic"
(rv (apl-grade-down (make-array (list 5) (list 3 1 4 1 5))))
(list 5 3 1 2 4))
(apl-test
"grade-down no duplicates"
(rv (apl-grade-down (make-array (list 4) (list 4 1 3 2))))
(list 1 3 4 2))
(apl-test
"grade-up single element"
(rv (apl-grade-up (make-array (list 1) (list 42))))
(list 1))
(apl-test
"enclose shape is scalar"
(sh (apl-enclose (make-array (list 3) (list 1 2 3))))
(list))
(apl-test
"enclose ravel length is 1"
(len (rv (apl-enclose (make-array (list 3) (list 1 2 3)))))
1)
(apl-test
"enclose inner ravel"
(rv (first (rv (apl-enclose (make-array (list 3) (list 1 2 3))))))
(list 1 2 3))
(apl-test
"disclose of enclose round-trips ravel"
(rv (apl-disclose (apl-enclose (make-array (list 3) (list 10 20 30)))))
(list 10 20 30))
(apl-test
"disclose of enclose round-trips shape"
(sh (apl-disclose (apl-enclose (make-array (list 3) (list 10 20 30)))))
(list 3))
(apl-test
"disclose scalar ravel"
(rv (apl-disclose (apl-scalar 42)))
(list 42))
(apl-test
"disclose vector ravel"
(rv (apl-disclose (make-array (list 3) (list 5 6 7))))
(list 5))
(apl-test
"disclose matrix returns first row"
(rv (apl-disclose (make-array (list 2 3) (list 1 2 3 4 5 6))))
(list 1 2 3))
(apl-test
"member basic"
(rv
(apl-member
(make-array (list 3) (list 1 2 3))
(make-array (list 2) (list 2 3))))
(list 0 1 1))
(apl-test
"member all absent"
(rv
(apl-member
(make-array (list 3) (list 4 5 6))
(make-array (list 3) (list 1 2 3))))
(list 0 0 0))
(apl-test
"member scalar"
(rv (apl-member (apl-scalar 5) (make-array (list 3) (list 1 5 9))))
(list 1))
(apl-test
"member shape preserved"
(sh
(apl-member
(make-array (list 2 3) (list 1 2 3 4 5 6))
(make-array (list 3) (list 1 3 5))))
(list 2 3))
(apl-test
"member matrix ravel"
(rv
(apl-member
(make-array (list 2 3) (list 1 2 3 4 5 6))
(make-array (list 3) (list 1 3 5))))
(list 1 0 1 0 1 0))
(apl-test
"index-of basic"
(rv
(apl-index-of
(make-array (list 4) (list 10 20 30 40))
(make-array (list 3) (list 20 40 10))))
(list 2 4 1))
(apl-test
"index-of not-found"
(rv
(apl-index-of
(make-array (list 3) (list 1 2 3))
(make-array (list 2) (list 5 2))))
(list 4 2))
(apl-test
"index-of scalar right"
(rv
(apl-index-of (make-array (list 3) (list 10 20 30)) (apl-scalar 20)))
(list 2))
(apl-test
"without basic"
(rv
(apl-without
(make-array (list 5) (list 1 2 3 4 5))
(make-array (list 2) (list 2 4))))
(list 1 3 5))
(apl-test
"without shape"
(sh
(apl-without
(make-array (list 5) (list 1 2 3 4 5))
(make-array (list 2) (list 2 4))))
(list 3))
(apl-test
"without nothing removed"
(rv
(apl-without
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 4 5 6))))
(list 1 2 3))
(apl-test
"without all removed"
(rv
(apl-without
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 1 2 3))))
(list))

48
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; Tests for APL ⎕ system functions.
(define mkrv (fn (arr) (get arr :ravel)))
(define mksh (fn (arr) (get arr :shape)))
(apl-test "⎕IO returns 1" (mkrv (apl-quad-io)) (list 1))
(apl-test "⎕ML returns 1" (mkrv (apl-quad-ml)) (list 1))
(apl-test "⎕FR returns 1248" (mkrv (apl-quad-fr)) (list 1248))
(apl-test "⎕TS shape is 7" (mksh (apl-quad-ts)) (list 7))
(apl-test "⎕TS year is 1970 default" (first (mkrv (apl-quad-ts))) 1970)
(apl-test "⎕FMT scalar 42" (apl-quad-fmt (apl-scalar 42)) "42")
(apl-test "⎕FMT scalar negative" (apl-quad-fmt (apl-scalar -7)) "-7")
(apl-test
"⎕FMT empty vector"
(apl-quad-fmt (make-array (list 0) (list)))
"")
(apl-test
"⎕FMT singleton vector"
(apl-quad-fmt (make-array (list 1) (list 42)))
"42")
(apl-test
"⎕FMT vector"
(apl-quad-fmt (make-array (list 5) (list 1 2 3 4 5)))
"1 2 3 4 5")
(apl-test
"⎕FMT matrix 2x3"
(apl-quad-fmt (make-array (list 2 3) (list 1 2 3 4 5 6)))
"1 2 3\n4 5 6\n")
(apl-test
"⎕← (print) returns its arg"
(mkrv (apl-quad-print (apl-scalar 99)))
(list 99))
(apl-test
"⎕← preserves shape"
(mksh (apl-quad-print (make-array (list 3) (list 1 2 3))))
(list 3))

156
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; Tests for apl-call-tradfn (manual structure construction).
(define mkrv (fn (arr) (get arr :ravel)))
(define mksh (fn (arr) (get arr :shape)))
(define mknum (fn (n) (list :num n)))
(define mknm (fn (s) (list :name s)))
(define mkfg (fn (g) (list :fn-glyph g)))
(define mkmon (fn (g a) (list :monad (mkfg g) a)))
(define mkdyd (fn (g l r) (list :dyad (mkfg g) l r)))
(define mkasg (fn (n e) (list :assign n e)))
(define mkbr (fn (e) (list :branch e)))
(define mkif (fn (c t e) (list :if c t e)))
(define mkwhile (fn (c b) (list :while c b)))
(define mkfor (fn (v i b) (list :for v i b)))
(define mksel (fn (v cs d) (list :select v cs d)))
(define mktrap (fn (codes t c) (list :trap codes t c)))
(define mkthr (fn (code msg) (list :throw code msg)))
(apl-test
"tradfn R←L+W simple add"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkasg "R" (mkdyd "+" (mknm "L") (mknm "W")))) :alpha "L"} (apl-scalar 5) (apl-scalar 7)))
(list 12))
(apl-test
"tradfn R←L×W"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkasg "R" (mkdyd "×" (mknm "L") (mknm "W")))) :alpha "L"} (apl-scalar 6) (apl-scalar 7)))
(list 42))
(apl-test
"tradfn monadic R←-W"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkasg "R" (mkmon "-" (mknm "W")))) :alpha nil} nil (apl-scalar 9)))
(list -9))
(apl-test
"tradfn →0 exits early"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkasg "R" (mknm "W")) (mkbr (mknum 0)) (mkasg "R" (mknum 999))) :alpha nil} nil (apl-scalar 7)))
(list 7))
(apl-test
"tradfn branch to line 3 skips line 2"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkbr (mknum 3)) (mkasg "R" (mknum 999)) (mkasg "R" (mknum 42))) :alpha nil} nil (apl-scalar 0)))
(list 42))
(apl-test
"tradfn local var t←W+1; R←t×2"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkasg "t" (mkdyd "+" (mknm "W") (mknum 1))) (mkasg "R" (mkdyd "×" (mknm "t") (mknum 2)))) :alpha nil} nil (apl-scalar 5)))
(list 12))
(apl-test
"tradfn vector args"
(mkrv
(apl-call-tradfn
{:result "R" :omega "W" :stmts (list (mkasg "R" (mkdyd "+" (mknm "L") (mknm "W")))) :alpha "L"}
(make-array (list 3) (list 1 2 3))
(make-array (list 3) (list 10 20 30))))
(list 11 22 33))
(apl-test
"tradfn unset result returns nil"
(apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkbr (mknum 0))) :alpha nil} nil (apl-scalar 5))
nil)
(apl-test
"tradfn run-off end returns result"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkasg "R" (mkdyd "×" (mknm "W") (mknum 3)))) :alpha nil} nil (apl-scalar 7)))
(list 21))
(apl-test
"tradfn loop sum 1+2+...+5 via branch"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkasg "i" (mknum 1)) (mkasg "R" (mknum 0)) (mkasg "R" (mkdyd "+" (mknm "R") (mknm "i"))) (mkasg "i" (mkdyd "+" (mknm "i") (mknum 1))) (mkbr (mkdyd "×" (mkdyd "≤" (mknm "i") (mknm "W")) (mknum 3)))) :alpha nil} nil (apl-scalar 5)))
(list 15))
(apl-test
"tradfn :If true branch"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkif (mkdyd ">" (mknm "W") (mknum 0)) (list (mkasg "R" (mknum 1))) (list (mkasg "R" (mknum 0))))) :alpha nil} nil (apl-scalar 5)))
(list 1))
(apl-test
"tradfn :If false branch"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkif (mkdyd ">" (mknm "W") (mknum 100)) (list (mkasg "R" (mknum 1))) (list (mkasg "R" (mknum 0))))) :alpha nil} nil (apl-scalar 5)))
(list 0))
(apl-test
"tradfn :While sum 1..N"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkasg "i" (mknum 1)) (mkasg "R" (mknum 0)) (mkwhile (mkdyd "≤" (mknm "i") (mknm "W")) (list (mkasg "R" (mkdyd "+" (mknm "R") (mknm "i"))) (mkasg "i" (mkdyd "+" (mknm "i") (mknum 1)))))) :alpha nil} nil (apl-scalar 10)))
(list 55))
(apl-test
"tradfn :For sum elements"
(mkrv
(apl-call-tradfn
{:result "R" :omega "W" :stmts (list (mkasg "R" (mknum 0)) (mkfor "x" (mknm "W") (list (mkasg "R" (mkdyd "+" (mknm "R") (mknm "x")))))) :alpha nil}
nil
(make-array (list 4) (list 10 20 30 40))))
(list 100))
(apl-test
"tradfn :For with empty vector"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkasg "R" (mknum 99)) (mkfor "x" (mknm "W") (list (mkasg "R" (mkdyd "+" (mknm "R") (mknm "x")))))) :alpha nil} nil (make-array (list 0) (list))))
(list 99))
(apl-test
"tradfn :Select dispatch hit"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mksel (mknm "W") (list (list (mknum 1) (mkasg "R" (mknum 100))) (list (mknum 2) (mkasg "R" (mknum 200))) (list (mknum 3) (mkasg "R" (mknum 300)))) (list (mkasg "R" (mknum 0))))) :alpha nil} nil (apl-scalar 2)))
(list 200))
(apl-test
"tradfn :Select default block"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mksel (mknm "W") (list (list (mknum 1) (mkasg "R" (mknum 100))) (list (mknum 2) (mkasg "R" (mknum 200)))) (list (mkasg "R" (mknum -1))))) :alpha nil} nil (apl-scalar 99)))
(list -1))
(apl-test
"tradfn nested :If"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkif (mkdyd ">" (mknm "W") (mknum 0)) (list (mkif (mkdyd ">" (mknm "W") (mknum 10)) (list (mkasg "R" (mknum 2))) (list (mkasg "R" (mknum 1))))) (list (mkasg "R" (mknum 0))))) :alpha nil} nil (apl-scalar 5)))
(list 1))
(apl-test
"tradfn :If assigns persist outside"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkasg "R" (mknum 0)) (mkif (mkdyd ">" (mknm "W") (mknum 0)) (list (mkasg "R" (mknum 42))) (list)) (mkasg "R" (mkdyd "+" (mknm "R") (mknum 1)))) :alpha nil} nil (apl-scalar 5)))
(list 43))
(apl-test
"tradfn :For factorial 1..5"
(mkrv (apl-call-tradfn {:result "R" :omega "W" :stmts (list (mkasg "R" (mknum 1)) (mkfor "x" (mkmon "" (mknm "W")) (list (mkasg "R" (mkdyd "×" (mknm "R") (mknm "x")))))) :alpha nil} nil (apl-scalar 5)))
(list 120))
(apl-test
"tradfn :Trap normal flow (no error)"
(mkrv (apl-call-tradfn {:result "R" :omega nil :stmts (list (mktrap (list 0) (list (mkasg "R" (mknum 99))) (list (mkasg "R" (mknum -1))))) :alpha nil} nil nil))
(list 99))
(apl-test
"tradfn :Trap catches matching code"
(mkrv (apl-call-tradfn {:result "R" :omega nil :stmts (list (mktrap (list 5) (list (mkthr 5 "boom")) (list (mkasg "R" (mknum 42))))) :alpha nil} nil nil))
(list 42))
(apl-test
"tradfn :Trap catch-all (code 0)"
(mkrv (apl-call-tradfn {:result "R" :omega nil :stmts (list (mktrap (list 0) (list (mkthr 99 "any")) (list (mkasg "R" (mknum 1))))) :alpha nil} nil nil))
(list 1))
(apl-test
"tradfn :Trap catches one of many codes"
(mkrv (apl-call-tradfn {:result "R" :omega nil :stmts (list (mktrap (list 1 2 3) (list (mkthr 2 "two")) (list (mkasg "R" (mknum 22))))) :alpha nil} nil nil))
(list 22))
(apl-test
"tradfn :Trap continues to next stmt after catch"
(mkrv (apl-call-tradfn {:result "R" :omega nil :stmts (list (mktrap (list 7) (list (mkthr 7 "c")) (list (mkasg "R" (mknum 10)))) (mkasg "R" (mkdyd "+" (mknm "R") (mknum 5)))) :alpha nil} nil nil))
(list 15))

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; Tests for valence detection (apl-dfn-valence, apl-tradfn-valence)
; and unified dispatch (apl-call).
(define mkrv (fn (arr) (get arr :ravel)))
(define mknum (fn (n) (list :num n)))
(define mknm (fn (s) (list :name s)))
(define mkfg (fn (g) (list :fn-glyph g)))
(define mkmon (fn (g a) (list :monad (mkfg g) a)))
(define mkdyd (fn (g l r) (list :dyad (mkfg g) l r)))
(define mkasg (fn (n e) (list :assign n e)))
(define mkdfn (fn (stmts) (cons :dfn stmts)))
(apl-test
"dfn-valence niladic body=42"
(apl-dfn-valence (mkdfn (list (mknum 42))))
:niladic)
(apl-test
"dfn-valence monadic body=⍵+1"
(apl-dfn-valence (mkdfn (list (mkdyd "+" (mknm "⍵") (mknum 1)))))
:monadic)
(apl-test
"dfn-valence dyadic body=+⍵"
(apl-dfn-valence (mkdfn (list (mkdyd "+" (mknm "") (mknm "⍵")))))
:dyadic)
(apl-test
"dfn-valence dyadic mentions via local"
(apl-dfn-valence (mkdfn (list (mkasg "x" (mknm "")) (mknm "x"))))
:dyadic)
(apl-test
"dfn-valence dyadic deep nest"
(apl-dfn-valence
(mkdfn (list (mkmon "-" (mkdyd "×" (mknm "") (mknm "⍵"))))))
:dyadic)
(apl-test "tradfn-valence niladic" (apl-tradfn-valence {:result "R" :omega nil :stmts (list) :alpha nil}) :niladic)
(apl-test "tradfn-valence monadic" (apl-tradfn-valence {:result "R" :omega "W" :stmts (list) :alpha nil}) :monadic)
(apl-test "tradfn-valence dyadic" (apl-tradfn-valence {:result "R" :omega "W" :stmts (list) :alpha "L"}) :dyadic)
(apl-test
"apl-call dfn niladic"
(mkrv (apl-call (mkdfn (list (mknum 42))) nil nil))
(list 42))
(apl-test
"apl-call dfn monadic"
(mkrv
(apl-call
(mkdfn (list (mkdyd "+" (mknm "⍵") (mknum 1))))
nil
(apl-scalar 5)))
(list 6))
(apl-test
"apl-call dfn dyadic"
(mkrv
(apl-call
(mkdfn (list (mkdyd "+" (mknm "") (mknm "⍵"))))
(apl-scalar 3)
(apl-scalar 4)))
(list 7))
(apl-test
"apl-call tradfn dyadic"
(mkrv (apl-call {:result "R" :omega "W" :stmts (list (mkasg "R" (mkdyd "×" (mknm "L") (mknm "W")))) :alpha "L"} (apl-scalar 6) (apl-scalar 7)))
(list 42))
(apl-test
"apl-call tradfn monadic"
(mkrv (apl-call {:result "R" :omega "W" :stmts (list (mkasg "R" (mkmon "-" (mknm "W")))) :alpha nil} nil (apl-scalar 9)))
(list -9))
(apl-test
"apl-call tradfn niladic returns nil result"
(apl-call {:result "R" :omega nil :stmts (list) :alpha nil} nil nil)
nil)

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(define apl-glyph-set
(list "+" "-" "×" "÷" "*" "⍟" "⌈" "⌊" "|" "!" "?" "○" "~" "<" "≤" "=" "≥" ">" "≠"
"≢" "≡" "∊" "∧" "" "⍱" "⍲" "," "⍪" "" "⌽" "⊖" "⍉" "↑" "↓" "⊂" "⊃" "⊆"
"" "∩" "" "⍸" "⌷" "⍋" "⍒" "⊥" "" "⊣" "⊢" "⍎" "⍕"
"" "⍵" "∇" "/" "\\" "¨" "⍨" "∘" "." "⍣" "⍤" "⍥" "@" "¯"))
(define apl-glyph?
(fn (ch)
(some (fn (g) (= g ch)) apl-glyph-set)))
(define apl-digit?
(fn (ch)
(and (string? ch) (>= ch "0") (<= ch "9"))))
(define apl-alpha?
(fn (ch)
(and (string? ch)
(or (and (>= ch "a") (<= ch "z"))
(and (>= ch "A") (<= ch "Z"))
(= ch "_")))))
(define apl-tokenize
(fn (source)
(let ((pos 0)
(src-len (len source))
(tokens (list)))
(define tok-push!
(fn (type value)
(append! tokens {:type type :value value})))
(define cur-sw?
(fn (ch)
(and (< pos src-len) (starts-with? (slice source pos) ch))))
(define cur-byte
(fn ()
(if (< pos src-len) (nth source pos) nil)))
(define advance!
(fn ()
(set! pos (+ pos 1))))
(define consume!
(fn (ch)
(set! pos (+ pos (len ch)))))
(define find-glyph
(fn ()
(let ((rem (slice source pos)))
(let ((matches (filter (fn (g) (starts-with? rem g)) apl-glyph-set)))
(if (> (len matches) 0) (first matches) nil)))))
(define read-digits!
(fn (acc)
(if (and (< pos src-len) (apl-digit? (cur-byte)))
(let ((ch (cur-byte)))
(begin
(advance!)
(read-digits! (str acc ch))))
acc)))
(define read-ident-cont!
(fn ()
(when (and (< pos src-len)
(let ((ch (cur-byte)))
(or (apl-alpha? ch) (apl-digit? ch))))
(begin
(advance!)
(read-ident-cont!)))))
(define read-string!
(fn (acc)
(cond
((>= pos src-len) acc)
((cur-sw? "'")
(if (and (< (+ pos 1) src-len) (cur-sw? "'"))
(begin
(advance!)
(advance!)
(read-string! (str acc "'")))
(begin (advance!) acc)))
(true
(let ((ch (cur-byte)))
(begin
(advance!)
(read-string! (str acc ch))))))))
(define skip-line!
(fn ()
(when (and (< pos src-len) (not (cur-sw? "\n")))
(begin
(advance!)
(skip-line!)))))
(define scan!
(fn ()
(when (< pos src-len)
(let ((ch (cur-byte)))
(cond
((or (= ch " ") (= ch "\t") (= ch "\r"))
(begin (advance!) (scan!)))
((= ch "\n")
(begin (advance!) (tok-push! :newline nil) (scan!)))
((cur-sw? "⍝")
(begin (skip-line!) (scan!)))
((cur-sw? "⋄")
(begin (consume! "⋄") (tok-push! :diamond nil) (scan!)))
((= ch "(")
(begin (advance!) (tok-push! :lparen nil) (scan!)))
((= ch ")")
(begin (advance!) (tok-push! :rparen nil) (scan!)))
((= ch "[")
(begin (advance!) (tok-push! :lbracket nil) (scan!)))
((= ch "]")
(begin (advance!) (tok-push! :rbracket nil) (scan!)))
((= ch "{")
(begin (advance!) (tok-push! :lbrace nil) (scan!)))
((= ch "}")
(begin (advance!) (tok-push! :rbrace nil) (scan!)))
((= ch ";")
(begin (advance!) (tok-push! :semi nil) (scan!)))
((cur-sw? "←")
(begin (consume! "←") (tok-push! :assign nil) (scan!)))
((= ch ":")
(let ((start pos))
(begin
(advance!)
(if (and (< pos src-len) (apl-alpha? (cur-byte)))
(begin
(read-ident-cont!)
(tok-push! :keyword (slice source start pos)))
(tok-push! :colon nil))
(scan!))))
((and (cur-sw? "¯")
(< (+ pos (len "¯")) src-len)
(apl-digit? (nth source (+ pos (len "¯")))))
(begin
(consume! "¯")
(let ((digits (read-digits! "")))
(tok-push! :num (- 0 (parse-int digits 0))))
(scan!)))
((apl-digit? ch)
(begin
(let ((digits (read-digits! "")))
(tok-push! :num (parse-int digits 0)))
(scan!)))
((= ch "'")
(begin
(advance!)
(let ((s (read-string! "")))
(tok-push! :str s))
(scan!)))
((or (apl-alpha? ch) (cur-sw? "⎕"))
(let ((start pos))
(begin
(if (cur-sw? "⎕") (consume! "⎕") (advance!))
(read-ident-cont!)
(tok-push! :name (slice source start pos))
(scan!))))
(true
(let ((g (find-glyph)))
(if g
(begin (consume! g) (tok-push! :glyph g) (scan!))
(begin (advance!) (scan!))))))))))
(scan!)
tokens)))

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; APL transpile / AST evaluator
;
; Walks parsed AST nodes and evaluates against the runtime.
; Entry points:
; apl-eval-ast : node × env → value
; apl-eval-stmts : stmt-list × env → value (handles guards, locals, ⍺← default)
; apl-call-dfn : dfn-ast × × ⍵ → value (dyadic)
; apl-call-dfn-m : dfn-ast × ⍵ → value (monadic)
;
; Env is a dict; stored under "alpha", ⍵ under "omega",
; the dfn-ast itself under "nabla" (for ∇ recursion),
; user names under their literal name.
(define
apl-monadic-fn
(fn
(g)
(cond
((= g "+") apl-plus-m)
((= g "-") apl-neg-m)
((= g "×") apl-signum)
((= g "÷") apl-recip)
((= g "⌈") apl-ceil)
((= g "⌊") apl-floor)
((= g "") apl-iota)
((= g "|") apl-abs)
((= g "*") apl-exp)
((= g "⍟") apl-ln)
((= g "!") apl-fact)
((= g "○") apl-pi-times)
((= g "~") apl-not)
((= g "≢") apl-tally)
((= g "") apl-shape)
((= g "≡") apl-depth)
((= g "⊂") apl-enclose)
((= g "⊃") apl-disclose)
((= g ",") apl-ravel)
((= g "⌽") apl-reverse)
((= g "⊖") apl-reverse-first)
((= g "⍋") apl-grade-up)
((= g "⍒") apl-grade-down)
((= g "⎕FMT") apl-quad-fmt)
(else (error "no monadic fn for glyph")))))
(define
apl-dyadic-fn
(fn
(g)
(cond
((= g "+") apl-add)
((= g "-") apl-sub)
((= g "×") apl-mul)
((= g "÷") apl-div)
((= g "⌈") apl-max)
((= g "⌊") apl-min)
((= g "*") apl-pow)
((= g "⍟") apl-log)
((= g "|") apl-mod)
((= g "!") apl-binomial)
((= g "○") apl-trig)
((= g "<") apl-lt)
((= g "≤") apl-le)
((= g "=") apl-eq)
((= g "≥") apl-ge)
((= g ">") apl-gt)
((= g "≠") apl-ne)
((= g "∧") apl-and)
((= g "") apl-or)
((= g "⍱") apl-nor)
((= g "⍲") apl-nand)
((= g ",") apl-catenate)
((= g "⍪") apl-catenate-first)
((= g "") apl-reshape)
((= g "↑") apl-take)
((= g "↓") apl-drop)
((= g "⌷") apl-squad)
((= g "⌽") apl-rotate)
((= g "⊖") apl-rotate-first)
((= g "∊") apl-member)
((= g "") apl-index-of)
((= g "~") apl-without)
(else (error "no dyadic fn for glyph")))))
(define
apl-truthy?
(fn
(v)
(let
((rv (get v :ravel)))
(if (and (= (len rv) 1) (= (first rv) 0)) false true))))
(define
apl-eval-ast
(fn
(node env)
(let
((tag (first node)))
(cond
((= tag :num) (apl-scalar (nth node 1)))
((= tag :vec)
(let
((items (rest node)))
(let
((vals (map (fn (n) (apl-eval-ast n env)) items)))
(make-array
(list (len vals))
(map (fn (v) (first (get v :ravel))) vals)))))
((= tag :name)
(let
((nm (nth node 1)))
(cond
((= nm "") (get env "alpha"))
((= nm "⍵") (get env "omega"))
((= nm "⎕IO") (apl-quad-io))
((= nm "⎕ML") (apl-quad-ml))
((= nm "⎕FR") (apl-quad-fr))
((= nm "⎕TS") (apl-quad-ts))
(else (get env nm)))))
((= tag :monad)
(let
((fn-node (nth node 1)) (arg (nth node 2)))
(if
(and (= (first fn-node) :fn-glyph) (= (nth fn-node 1) "∇"))
(apl-call-dfn-m (get env "nabla") (apl-eval-ast arg env))
((apl-resolve-monadic fn-node env) (apl-eval-ast arg env)))))
((= tag :dyad)
(let
((fn-node (nth node 1))
(lhs (nth node 2))
(rhs (nth node 3)))
(if
(and (= (first fn-node) :fn-glyph) (= (nth fn-node 1) "∇"))
(apl-call-dfn
(get env "nabla")
(apl-eval-ast lhs env)
(apl-eval-ast rhs env))
((apl-resolve-dyadic fn-node env)
(apl-eval-ast lhs env)
(apl-eval-ast rhs env)))))
((= tag :program) (apl-eval-stmts (rest node) env))
((= tag :dfn) node)
(else (error (list "apl-eval-ast: unknown node tag" tag node)))))))
(define
apl-eval-stmts
(fn
(stmts env)
(if
(= (len stmts) 0)
nil
(let
((stmt (first stmts)) (more (rest stmts)))
(let
((tag (first stmt)))
(cond
((= tag :guard)
(let
((cond-val (apl-eval-ast (nth stmt 1) env)))
(if
(apl-truthy? cond-val)
(apl-eval-ast (nth stmt 2) env)
(apl-eval-stmts more env))))
((and (= tag :assign) (= (nth stmt 1) ""))
(if
(get env "alpha")
(apl-eval-stmts more env)
(let
((v (apl-eval-ast (nth stmt 2) env)))
(apl-eval-stmts more (assoc env "alpha" v)))))
((= tag :assign)
(let
((v (apl-eval-ast (nth stmt 2) env)))
(apl-eval-stmts more (assoc env (nth stmt 1) v))))
((= (len more) 0) (apl-eval-ast stmt env))
(else (begin (apl-eval-ast stmt env) (apl-eval-stmts more env)))))))))
(define
apl-call-dfn
(fn
(dfn-ast alpha omega)
(let
((stmts (rest dfn-ast)) (env {:omega omega :nabla dfn-ast :alpha alpha}))
(apl-eval-stmts stmts env))))
(define
apl-call-dfn-m
(fn
(dfn-ast omega)
(let
((stmts (rest dfn-ast)) (env {:omega omega :nabla dfn-ast :alpha nil}))
(apl-eval-stmts stmts env))))
(define
apl-tradfn-eval-block
(fn
(stmts env)
(if
(= (len stmts) 0)
env
(let
((stmt (first stmts)))
(apl-tradfn-eval-block (rest stmts) (apl-tradfn-eval-stmt stmt env))))))
(define
apl-tradfn-eval-while
(fn
(cond-expr body env)
(let
((cond-val (apl-eval-ast cond-expr env)))
(if
(apl-truthy? cond-val)
(apl-tradfn-eval-while
cond-expr
body
(apl-tradfn-eval-block body env))
env))))
(define
apl-tradfn-eval-for
(fn
(var-name items body env)
(if
(= (len items) 0)
env
(let
((env-with-var (assoc env var-name (apl-scalar (first items)))))
(apl-tradfn-eval-for
var-name
(rest items)
body
(apl-tradfn-eval-block body env-with-var))))))
(define
apl-tradfn-eval-select
(fn
(val cases default-block env)
(if
(= (len cases) 0)
(apl-tradfn-eval-block default-block env)
(let
((c (first cases)))
(let
((case-val (apl-eval-ast (first c) env)))
(if
(= (first (get val :ravel)) (first (get case-val :ravel)))
(apl-tradfn-eval-block (rest c) env)
(apl-tradfn-eval-select val (rest cases) default-block env)))))))
(define
apl-tradfn-eval-stmt
(fn
(stmt env)
(let
((tag (first stmt)))
(cond
((= tag :assign)
(assoc env (nth stmt 1) (apl-eval-ast (nth stmt 2) env)))
((= tag :if)
(let
((cond-val (apl-eval-ast (nth stmt 1) env)))
(if
(apl-truthy? cond-val)
(apl-tradfn-eval-block (nth stmt 2) env)
(apl-tradfn-eval-block (nth stmt 3) env))))
((= tag :while)
(apl-tradfn-eval-while (nth stmt 1) (nth stmt 2) env))
((= tag :for)
(let
((iter-val (apl-eval-ast (nth stmt 2) env)))
(apl-tradfn-eval-for
(nth stmt 1)
(get iter-val :ravel)
(nth stmt 3)
env)))
((= tag :select)
(let
((val (apl-eval-ast (nth stmt 1) env)))
(apl-tradfn-eval-select val (nth stmt 2) (nth stmt 3) env)))
((= tag :trap)
(let
((codes (nth stmt 1))
(try-block (nth stmt 2))
(catch-block (nth stmt 3)))
(guard
(e
((apl-trap-matches? codes e)
(apl-tradfn-eval-block catch-block env)))
(apl-tradfn-eval-block try-block env))))
((= tag :throw) (apl-throw (nth stmt 1) (nth stmt 2)))
(else (begin (apl-eval-ast stmt env) env))))))
(define
apl-tradfn-loop
(fn
(stmts line env result-name)
(cond
((= line 0) (get env result-name))
((> line (len stmts)) (get env result-name))
(else
(let
((stmt (nth stmts (- line 1))))
(let
((tag (first stmt)))
(cond
((= tag :branch)
(let
((target (apl-eval-ast (nth stmt 1) env)))
(let
((target-num (first (get target :ravel))))
(apl-tradfn-loop stmts target-num env result-name))))
(else
(apl-tradfn-loop
stmts
(+ line 1)
(apl-tradfn-eval-stmt stmt env)
result-name)))))))))
(define
apl-call-tradfn
(fn
(tradfn alpha omega)
(let
((stmts (get tradfn :stmts))
(result-name (get tradfn :result))
(alpha-name (get tradfn :alpha))
(omega-name (get tradfn :omega)))
(let
((env-a (if alpha-name (assoc {} alpha-name alpha) {})))
(let
((env-ao (if omega-name (assoc env-a omega-name omega) env-a)))
(apl-tradfn-loop stmts 1 env-ao result-name))))))
(define
apl-ast-mentions-list?
(fn
(lst target)
(if
(= (len lst) 0)
false
(if
(apl-ast-mentions? (first lst) target)
true
(apl-ast-mentions-list? (rest lst) target)))))
(define
apl-ast-mentions?
(fn
(node target)
(cond
((not (list? node)) false)
((= (len node) 0) false)
((and (= (first node) :name) (= (nth node 1) target)) true)
(else (apl-ast-mentions-list? (rest node) target)))))
(define
apl-dfn-valence
(fn
(dfn-ast)
(let
((body (rest dfn-ast)))
(cond
((apl-ast-mentions-list? body "") :dyadic)
((apl-ast-mentions-list? body "⍵") :monadic)
(else :niladic)))))
(define
apl-tradfn-valence
(fn
(tradfn)
(cond
((get tradfn :alpha) :dyadic)
((get tradfn :omega) :monadic)
(else :niladic))))
(define
apl-call
(fn
(f alpha omega)
(cond
((and (list? f) (> (len f) 0) (= (first f) :dfn))
(if alpha (apl-call-dfn f alpha omega) (apl-call-dfn-m f omega)))
((dict? f) (apl-call-tradfn f alpha omega))
(else (error "apl-call: not a function")))))
(define
apl-resolve-monadic
(fn
(fn-node env)
(let
((tag (first fn-node)))
(cond
((= tag :fn-glyph) (apl-monadic-fn (nth fn-node 1)))
((= tag :derived-fn)
(let
((op (nth fn-node 1)) (inner (nth fn-node 2)))
(cond
((= op "/")
(let
((f (apl-resolve-dyadic inner env)))
(fn (arr) (apl-reduce f arr))))
((= op "⌿")
(let
((f (apl-resolve-dyadic inner env)))
(fn (arr) (apl-reduce-first f arr))))
((= op "\\")
(let
((f (apl-resolve-dyadic inner env)))
(fn (arr) (apl-scan f arr))))
((= op "⍀")
(let
((f (apl-resolve-dyadic inner env)))
(fn (arr) (apl-scan-first f arr))))
((= op "¨")
(let
((f (apl-resolve-monadic inner env)))
(fn (arr) (apl-each f arr))))
((= op "⍨")
(let
((f (apl-resolve-dyadic inner env)))
(fn (arr) (apl-commute f arr))))
(else (error "apl-resolve-monadic: unsupported op")))))
(else (error "apl-resolve-monadic: unknown fn-node tag"))))))
(define
apl-resolve-dyadic
(fn
(fn-node env)
(let
((tag (first fn-node)))
(cond
((= tag :fn-glyph) (apl-dyadic-fn (nth fn-node 1)))
((= tag :derived-fn)
(let
((op (nth fn-node 1)) (inner (nth fn-node 2)))
(cond
((= op "¨")
(let
((f (apl-resolve-dyadic inner env)))
(fn (a b) (apl-each-dyadic f a b))))
((= op "⍨")
(let
((f (apl-resolve-dyadic inner env)))
(fn (a b) (apl-commute-dyadic f a b))))
(else (error "apl-resolve-dyadic: unsupported op")))))
((= tag :outer)
(let
((inner (nth fn-node 2)))
(let
((f (apl-resolve-dyadic inner env)))
(fn (a b) (apl-outer f a b)))))
((= tag :derived-fn2)
(let
((f-node (nth fn-node 2)) (g-node (nth fn-node 3)))
(let
((f (apl-resolve-dyadic f-node env))
(g (apl-resolve-dyadic g-node env)))
(fn (a b) (apl-inner f g a b)))))
(else (error "apl-resolve-dyadic: unknown fn-node tag"))))))
(define apl-run (fn (src) (apl-eval-ast (parse-apl src) {})))

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;; lib/guest/ast.sx — canonical AST node shapes.
;;
;; A guest's parser may emit its own AST in whatever shape is convenient
;; for that language's evaluator/transpiler. This file gives a SHARED
;; canonical shape that cross-language tools (formatters, highlighters,
;; debuggers) can target without per-language adapters.
;;
;; Each canonical node is a tagged list: (KIND ...payload).
;;
;; Constructors (return a canonical node):
;;
;; (ast-literal VALUE) — number / string / bool / nil
;; (ast-var NAME) — identifier reference
;; (ast-app FN ARGS) — function application
;; (ast-lambda PARAMS BODY) — anonymous function
;; (ast-let BINDINGS BODY) — local bindings
;; (ast-letrec BINDINGS BODY) — recursive local bindings
;; (ast-if TEST THEN ELSE) — conditional
;; (ast-match-clause PATTERN BODY) — one match arm
;; (ast-module NAME BODY) — module declaration
;; (ast-import NAME) — import directive
;;
;; Predicates: (ast-literal? X), (ast-var? X), …
;; Generic: (ast? X) — any canonical node
;; (ast-kind X) — :literal / :var / :app / …
;;
;; Accessors (one per payload field):
;; (ast-literal-value N)
;; (ast-var-name N)
;; (ast-app-fn N) (ast-app-args N)
;; (ast-lambda-params N) (ast-lambda-body N)
;; (ast-let-bindings N) (ast-let-body N)
;; (ast-letrec-bindings N) (ast-letrec-body N)
;; (ast-if-test N) (ast-if-then N) (ast-if-else N)
;; (ast-match-clause-pattern N)
;; (ast-match-clause-body N)
;; (ast-module-name N) (ast-module-body N)
;; (ast-import-name N)
(define ast-literal (fn (v) (list :literal v)))
(define ast-var (fn (n) (list :var n)))
(define ast-app (fn (f args) (list :app f args)))
(define ast-lambda (fn (ps body) (list :lambda ps body)))
(define ast-let (fn (bs body) (list :let bs body)))
(define ast-letrec (fn (bs body) (list :letrec bs body)))
(define ast-if (fn (t th el) (list :if t th el)))
(define ast-match-clause (fn (p body) (list :match-clause p body)))
(define ast-module (fn (n body) (list :module n body)))
(define ast-import (fn (n) (list :import n)))
(define ast-kind (fn (x) (if (and (list? x) (not (empty? x))) (first x) nil)))
(define
ast?
(fn (x)
(and (list? x)
(not (empty? x))
(let ((k (first x)))
(or (= k :literal) (= k :var) (= k :app)
(= k :lambda) (= k :let) (= k :letrec)
(= k :if) (= k :match-clause)
(= k :module) (= k :import))))))
(define ast-literal? (fn (x) (and (ast? x) (= (first x) :literal))))
(define ast-var? (fn (x) (and (ast? x) (= (first x) :var))))
(define ast-app? (fn (x) (and (ast? x) (= (first x) :app))))
(define ast-lambda? (fn (x) (and (ast? x) (= (first x) :lambda))))
(define ast-let? (fn (x) (and (ast? x) (= (first x) :let))))
(define ast-letrec? (fn (x) (and (ast? x) (= (first x) :letrec))))
(define ast-if? (fn (x) (and (ast? x) (= (first x) :if))))
(define ast-match-clause? (fn (x) (and (ast? x) (= (first x) :match-clause))))
(define ast-module? (fn (x) (and (ast? x) (= (first x) :module))))
(define ast-import? (fn (x) (and (ast? x) (= (first x) :import))))
(define ast-literal-value (fn (n) (nth n 1)))
(define ast-var-name (fn (n) (nth n 1)))
(define ast-app-fn (fn (n) (nth n 1)))
(define ast-app-args (fn (n) (nth n 2)))
(define ast-lambda-params (fn (n) (nth n 1)))
(define ast-lambda-body (fn (n) (nth n 2)))
(define ast-let-bindings (fn (n) (nth n 1)))
(define ast-let-body (fn (n) (nth n 2)))
(define ast-letrec-bindings (fn (n) (nth n 1)))
(define ast-letrec-body (fn (n) (nth n 2)))
(define ast-if-test (fn (n) (nth n 1)))
(define ast-if-then (fn (n) (nth n 2)))
(define ast-if-else (fn (n) (nth n 3)))
(define ast-match-clause-pattern (fn (n) (nth n 1)))
(define ast-match-clause-body (fn (n) (nth n 2)))
(define ast-module-name (fn (n) (nth n 1)))
(define ast-module-body (fn (n) (nth n 2)))
(define ast-import-name (fn (n) (nth n 1)))

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;; lib/guest/match.sx — pure pattern-match + unification kit.
;;
;; Shipped for miniKanren / Datalog / future logic-flavoured guests that
;; want immutable unification without writing it from scratch. The two
;; existing prolog/haskell engines stay as-is — porting them in place
;; risks the 746 tests they currently pass; consumers can migrate
;; gradually via the converters in lib/guest/ast.sx.
;;
;; Term shapes (canonical wire format)
;; -----------------------------------
;; var (:var NAME) NAME a string
;; constructor (:ctor HEAD ARGS) HEAD a string, ARGS a list of terms
;; literal number / string / boolean / nil
;;
;; Guests with their own shape pass adapter callbacks via the cfg arg —
;; see (unify-with cfg ...) and (match-pat-with cfg ...) below. The
;; default canonical entry points (unify / match-pat) use the wire shape.
;;
;; Substitution / env
;; ------------------
;; A substitution is a SX dict mapping VAR-NAME → term. There are no
;; trails, no mutation: each step either returns an extended dict or nil.
;;
;; (empty-subst) → {}
;; (walk term s) → term with top-level vars resolved
;; (walk* term s) → term with all vars resolved (recursive)
;; (extend name term s) → s with NAME → term added
;; (occurs? name term s) → bool
;;
;; Unify (symmetric, miniKanren-flavour)
;; -------------------------------------
;; (unify u v s) → extended subst or nil
;; (unify-with cfg u v s) → ditto, with adapter callbacks:
;; :var? :var-name :ctor? :ctor-head
;; :ctor-args :occurs-check?
;;
;; Match (asymmetric, haskell-flavour: pattern → value, vars only in pat)
;; ---------------------------------------------------------------------
;; (match-pat pat val env) → extended env or nil
;; (match-pat-with cfg pat val env)
(define mk-var (fn (name) (list :var name)))
(define mk-ctor (fn (head args) (list :ctor head args)))
(define is-var? (fn (t) (and (list? t) (not (empty? t)) (= (first t) :var))))
(define is-ctor? (fn (t) (and (list? t) (not (empty? t)) (= (first t) :ctor))))
(define var-name (fn (t) (nth t 1)))
(define ctor-head (fn (t) (nth t 1)))
(define ctor-args (fn (t) (nth t 2)))
(define empty-subst (fn () {}))
(define
walk
(fn (t s)
(if (and (is-var? t) (has-key? s (var-name t)))
(walk (get s (var-name t)) s)
t)))
(define
walk*
(fn (t s)
(let ((w (walk t s)))
(cond
((is-ctor? w)
(mk-ctor (ctor-head w) (map (fn (a) (walk* a s)) (ctor-args w))))
(:else w)))))
(define
extend
(fn (name term s)
(assoc s name term)))
(define
occurs?
(fn (name term s)
(let ((w (walk term s)))
(cond
((is-var? w) (= (var-name w) name))
((is-ctor? w) (some (fn (a) (occurs? name a s)) (ctor-args w)))
(:else false)))))
(define
unify-with
(fn (cfg u v s)
(let ((var?-fn (get cfg :var?))
(var-name-fn (get cfg :var-name))
(ctor?-fn (get cfg :ctor?))
(ctor-head-fn (get cfg :ctor-head))
(ctor-args-fn (get cfg :ctor-args))
(occurs?-on (get cfg :occurs-check?)))
(let ((wu (walk-with cfg u s))
(wv (walk-with cfg v s)))
(cond
((and (var?-fn wu) (var?-fn wv) (= (var-name-fn wu) (var-name-fn wv))) s)
((var?-fn wu)
(if (and occurs?-on (occurs-with cfg (var-name-fn wu) wv s))
nil
(extend (var-name-fn wu) wv s)))
((var?-fn wv)
(if (and occurs?-on (occurs-with cfg (var-name-fn wv) wu s))
nil
(extend (var-name-fn wv) wu s)))
((and (ctor?-fn wu) (ctor?-fn wv))
(if (= (ctor-head-fn wu) (ctor-head-fn wv))
(unify-list-with
cfg
(ctor-args-fn wu)
(ctor-args-fn wv)
s)
nil))
(:else (if (= wu wv) s nil)))))))
(define
walk-with
(fn (cfg t s)
(if (and ((get cfg :var?) t) (has-key? s ((get cfg :var-name) t)))
(walk-with cfg (get s ((get cfg :var-name) t)) s)
t)))
(define
occurs-with
(fn (cfg name term s)
(let ((w (walk-with cfg term s)))
(cond
(((get cfg :var?) w) (= ((get cfg :var-name) w) name))
(((get cfg :ctor?) w)
(some (fn (a) (occurs-with cfg name a s)) ((get cfg :ctor-args) w)))
(:else false)))))
(define
unify-list-with
(fn (cfg xs ys s)
(cond
((and (empty? xs) (empty? ys)) s)
((or (empty? xs) (empty? ys)) nil)
(:else
(let ((s2 (unify-with cfg (first xs) (first ys) s)))
(if (= s2 nil)
nil
(unify-list-with cfg (rest xs) (rest ys) s2)))))))
(define canonical-cfg
{:var? is-var? :var-name var-name
:ctor? is-ctor? :ctor-head ctor-head :ctor-args ctor-args
:occurs-check? true})
(define unify (fn (u v s) (unify-with canonical-cfg u v s)))
;; Asymmetric pattern match (haskell-style): only patterns may contain vars;
;; values are concrete. On a var pattern, bind name to value.
(define
match-pat-with
(fn (cfg pat val env)
(let ((var?-fn (get cfg :var?))
(var-name-fn (get cfg :var-name))
(ctor?-fn (get cfg :ctor?))
(ctor-head-fn (get cfg :ctor-head))
(ctor-args-fn (get cfg :ctor-args)))
(cond
((var?-fn pat) (extend (var-name-fn pat) val env))
((and (ctor?-fn pat) (ctor?-fn val))
(if (= (ctor-head-fn pat) (ctor-head-fn val))
(match-list-pat-with
cfg
(ctor-args-fn pat)
(ctor-args-fn val)
env)
nil))
((ctor?-fn pat) nil)
(:else (if (= pat val) env nil))))))
(define
match-list-pat-with
(fn (cfg pats vals env)
(cond
((and (empty? pats) (empty? vals)) env)
((or (empty? pats) (empty? vals)) nil)
(:else
(let ((env2 (match-pat-with cfg (first pats) (first vals) env)))
(if (= env2 nil)
nil
(match-list-pat-with cfg (rest pats) (rest vals) env2)))))))
(define match-pat (fn (pat val env) (match-pat-with canonical-cfg pat val env)))

28
lib/guest/pratt.sx Normal file
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@@ -0,0 +1,28 @@
;; lib/guest/pratt.sx — operator-table format + lookup for Pratt-style
;; precedence climbing.
;;
;; The climbing loop stays per-language because the two canaries use
;; opposite conventions (Lua: higher prec = tighter; Prolog: lower prec =
;; tighter, with xfx/xfy/yfx assoc tags). Forcing a single loop adds
;; callback indirection that obscures more than it shares.
;;
;; What IS shared and gets extracted: the operator-table format and lookup.
;; "Grammar is a dict, not hardcoded cond."
;;
;; Entry shape: (NAME PREC ASSOC).
;; NAME — string, the operator's source token.
;; PREC — integer, in the host's own convention.
;; ASSOC — :left | :right | :none for languages with traditional
;; associativity, or "xfx" / "xfy" / "yfx" for Prolog-style.
(define
pratt-op-lookup
(fn (table name)
(cond
((empty? table) nil)
((= (first (first table)) name) (first table))
(:else (pratt-op-lookup (rest table) name)))))
(define pratt-op-name (fn (entry) (first entry)))
(define pratt-op-prec (fn (entry) (nth entry 1)))
(define pratt-op-assoc (fn (entry) (nth entry 2)))

63
lib/guest/tests/ast.sx Normal file
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@@ -0,0 +1,63 @@
;; lib/guest/tests/ast.sx — exercises every constructor / predicate /
;; accessor in lib/guest/ast.sx so future ports have a stable contract
;; to point at.
(define gast-test-pass 0)
(define gast-test-fail 0)
(define gast-test-fails (list))
(define
gast-test
(fn (name actual expected)
(if (= actual expected)
(set! gast-test-pass (+ gast-test-pass 1))
(begin
(set! gast-test-fail (+ gast-test-fail 1))
(append! gast-test-fails {:name name :expected expected :actual actual})))))
;; Constructors round-trip.
(gast-test "literal-int" (ast-literal-value (ast-literal 42)) 42)
(gast-test "literal-str" (ast-literal-value (ast-literal "hi")) "hi")
(gast-test "literal-bool" (ast-literal-value (ast-literal true)) true)
(gast-test "var-name" (ast-var-name (ast-var "x")) "x")
(gast-test "app-fn" (ast-app-fn (ast-app (ast-var "f") (list (ast-literal 1)))) (ast-var "f"))
(gast-test "app-args-len" (len (ast-app-args (ast-app (ast-var "f") (list (ast-literal 1))))) 1)
(gast-test "lambda-params" (ast-lambda-params (ast-lambda (list "x" "y") (ast-var "x"))) (list "x" "y"))
(gast-test "lambda-body" (ast-lambda-body (ast-lambda (list "x") (ast-var "x"))) (ast-var "x"))
(gast-test "let-bindings" (len (ast-let-bindings (ast-let (list {:name "x" :value (ast-literal 1)}) (ast-var "x")))) 1)
(gast-test "letrec-body" (ast-letrec-body (ast-letrec (list) (ast-literal 0))) (ast-literal 0))
(gast-test "if-test" (ast-if-test (ast-if (ast-literal true) (ast-literal 1) (ast-literal 0))) (ast-literal true))
(gast-test "if-then" (ast-if-then (ast-if (ast-literal true) (ast-literal 1) (ast-literal 0))) (ast-literal 1))
(gast-test "if-else" (ast-if-else (ast-if (ast-literal true) (ast-literal 1) (ast-literal 0))) (ast-literal 0))
(gast-test "match-pattern" (ast-match-clause-pattern (ast-match-clause "P" (ast-literal 1))) "P")
(gast-test "match-body" (ast-match-clause-body (ast-match-clause "P" (ast-literal 1))) (ast-literal 1))
(gast-test "module-name" (ast-module-name (ast-module "m" (list))) "m")
(gast-test "import-name" (ast-import-name (ast-import "lib/foo")) "lib/foo")
;; Predicates fire only on matching kinds.
(gast-test "is-literal" (ast-literal? (ast-literal 1)) true)
(gast-test "not-literal" (ast-literal? (ast-var "x")) false)
(gast-test "is-var" (ast-var? (ast-var "x")) true)
(gast-test "is-app" (ast-app? (ast-app (ast-var "f") (list))) true)
(gast-test "is-lambda" (ast-lambda? (ast-lambda (list) (ast-literal 0))) true)
(gast-test "is-let" (ast-let? (ast-let (list) (ast-literal 0))) true)
(gast-test "is-letrec" (ast-letrec? (ast-letrec (list) (ast-literal 0))) true)
(gast-test "is-if" (ast-if? (ast-if (ast-literal true) (ast-literal 1) (ast-literal 0))) true)
(gast-test "is-match" (ast-match-clause? (ast-match-clause "P" (ast-literal 1))) true)
(gast-test "is-module" (ast-module? (ast-module "m" (list))) true)
(gast-test "is-import" (ast-import? (ast-import "x")) true)
;; ast? recognises any canonical node.
(gast-test "ast?-literal" (ast? (ast-literal 0)) true)
(gast-test "ast?-foreign" (ast? (list "lua-num" 0)) false)
(gast-test "ast?-non-list" (ast? 42) false)
;; ast-kind dispatch.
(gast-test "kind-literal" (ast-kind (ast-literal 0)) :literal)
(gast-test "kind-import" (ast-kind (ast-import "x")) :import)
(define gast-tests-run!
(fn ()
{:passed gast-test-pass
:failed gast-test-fail
:total (+ gast-test-pass gast-test-fail)}))

108
lib/guest/tests/match.sx Normal file
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@@ -0,0 +1,108 @@
;; lib/guest/tests/match.sx — exercises lib/guest/match.sx.
(define gmatch-test-pass 0)
(define gmatch-test-fail 0)
(define gmatch-test-fails (list))
(define
gmatch-test
(fn (name actual expected)
(if (= actual expected)
(set! gmatch-test-pass (+ gmatch-test-pass 1))
(begin
(set! gmatch-test-fail (+ gmatch-test-fail 1))
(append! gmatch-test-fails {:name name :expected expected :actual actual})))))
;; ── walk / extend / occurs ────────────────────────────────────────
(gmatch-test "walk-direct"
(walk (mk-var "x") (extend "x" 5 (empty-subst))) 5)
(gmatch-test "walk-chain"
(walk (mk-var "a") (extend "a" (mk-var "b") (extend "b" 7 (empty-subst)))) 7)
(gmatch-test "walk-no-binding"
(let ((v (mk-var "u"))) (= (walk v (empty-subst)) v)) true)
(gmatch-test "walk*-recursive"
(walk* (mk-ctor "Just" (list (mk-var "x"))) (extend "x" 9 (empty-subst)))
(mk-ctor "Just" (list 9)))
(gmatch-test "occurs-direct"
(occurs? "x" (mk-var "x") (empty-subst)) true)
(gmatch-test "occurs-nested"
(occurs? "x" (mk-ctor "f" (list (mk-var "x"))) (empty-subst)) true)
(gmatch-test "occurs-not"
(occurs? "x" (mk-var "y") (empty-subst)) false)
;; ── unify (symmetric) ─────────────────────────────────────────────
(gmatch-test "unify-equal-literals"
(len (unify 5 5 (empty-subst))) 0)
(gmatch-test "unify-different-literals"
(unify 5 6 (empty-subst)) nil)
(gmatch-test "unify-var-literal"
(get (unify (mk-var "x") 5 (empty-subst)) "x") 5)
(gmatch-test "unify-literal-var"
(get (unify 5 (mk-var "x") (empty-subst)) "x") 5)
(gmatch-test "unify-same-var"
(len (unify (mk-var "x") (mk-var "x") (empty-subst))) 0)
(gmatch-test "unify-two-vars"
(let ((s (unify (mk-var "x") (mk-var "y") (empty-subst))))
(or (= (get s "x") (mk-var "y")) (= (get s "y") (mk-var "x")))) true)
(gmatch-test "unify-ctor-equal"
(len (unify (mk-ctor "f" (list 1 2)) (mk-ctor "f" (list 1 2)) (empty-subst))) 0)
(gmatch-test "unify-ctor-with-var"
(get (unify (mk-ctor "Just" (list (mk-var "x"))) (mk-ctor "Just" (list 7)) (empty-subst)) "x") 7)
(gmatch-test "unify-ctor-head-mismatch"
(unify (mk-ctor "Just" (list 1)) (mk-ctor "Nothing" (list)) (empty-subst)) nil)
(gmatch-test "unify-ctor-arity-mismatch"
(unify (mk-ctor "f" (list 1 2)) (mk-ctor "f" (list 1)) (empty-subst)) nil)
(gmatch-test "unify-occurs-check"
(unify (mk-var "x") (mk-ctor "f" (list (mk-var "x"))) (empty-subst)) nil)
(gmatch-test "unify-transitive-vars"
(let ((s (unify (mk-var "x") (mk-var "y") (empty-subst))))
(let ((s2 (unify (mk-var "y") 42 s)))
(walk (mk-var "x") s2))) 42)
;; ── match-pat (asymmetric) ────────────────────────────────────────
(gmatch-test "match-var-binds"
(get (match-pat (mk-var "x") 99 (empty-subst)) "x") 99)
(gmatch-test "match-literal-equal"
(len (match-pat 5 5 (empty-subst))) 0)
(gmatch-test "match-literal-mismatch"
(match-pat 5 6 (empty-subst)) nil)
(gmatch-test "match-ctor-binds"
(get (match-pat (mk-ctor "Just" (list (mk-var "y")))
(mk-ctor "Just" (list 11))
(empty-subst)) "y") 11)
(gmatch-test "match-ctor-head-mismatch"
(match-pat (mk-ctor "Just" (list (mk-var "y")))
(mk-ctor "Nothing" (list))
(empty-subst)) nil)
(gmatch-test "match-ctor-arity-mismatch"
(match-pat (mk-ctor "f" (list (mk-var "x") (mk-var "y")))
(mk-ctor "f" (list 1))
(empty-subst)) nil)
(define gmatch-tests-run!
(fn ()
{:passed gmatch-test-pass
:failed gmatch-test-fail
:total (+ gmatch-test-pass gmatch-test-fail)}))

View File

@@ -3,28 +3,33 @@
(define lua-tok-value (fn (t) (if (= t nil) nil (get t :value))))
(define
lua-binop-prec
(fn
(op)
(cond
((= op "or") 1)
((= op "and") 2)
((= op "<") 3)
((= op ">") 3)
((= op "<=") 3)
((= op ">=") 3)
((= op "==") 3)
((= op "~=") 3)
((= op "..") 5)
((= op "+") 6)
((= op "-") 6)
((= op "*") 7)
((= op "/") 7)
((= op "%") 7)
((= op "^") 10)
(else 0))))
lua-op-table
(list
(list "or" 1 :left)
(list "and" 2 :left)
(list "<" 3 :left)
(list ">" 3 :left)
(list "<=" 3 :left)
(list ">=" 3 :left)
(list "==" 3 :left)
(list "~=" 3 :left)
(list ".." 5 :right)
(list "+" 6 :left)
(list "-" 6 :left)
(list "*" 7 :left)
(list "/" 7 :left)
(list "%" 7 :left)
(list "^" 10 :right)))
(define lua-binop-right? (fn (op) (or (= op "..") (= op "^"))))
(define lua-binop-prec
(fn (op)
(let ((entry (pratt-op-lookup lua-op-table op)))
(if (= entry nil) 0 (pratt-op-prec entry)))))
(define lua-binop-right?
(fn (op)
(let ((entry (pratt-op-lookup lua-op-table op)))
(and (not (= entry nil)) (= (pratt-op-assoc entry) :right)))))
(define
lua-parse

View File

@@ -30,6 +30,7 @@ cat > "$TMPFILE" << 'EPOCHS'
(epoch 1)
(load "lib/guest/lex.sx")
(load "lib/guest/prefix.sx")
(load "lib/guest/pratt.sx")
(load "lib/lua/tokenizer.sx")
(epoch 2)
(load "lib/lua/parser.sx")

858
lib/minikanren/clpfd.sx Normal file
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@@ -0,0 +1,858 @@
;; lib/minikanren/clpfd.sx — Phase 6: native CLP(FD) on miniKanren.
;;
;; The substitution dict carries an extra reserved key "_fd" that holds a
;; constraint-store record:
;;
;; {:domains {var-name -> sorted-int-list}
;; :constraints (... pending constraint closures ...)}
;;
;; Domains are sorted SX lists of ints (no duplicates).
;; Constraints are functions s -> s-or-nil that propagate / re-check.
;; They are re-fired after every label binding via fd-fire-store.
(define fd-key "_fd")
;; --- domain primitives ---
(define
fd-dom-rev
(fn
(xs acc)
(cond
((empty? xs) acc)
(:else (fd-dom-rev (rest xs) (cons (first xs) acc))))))
(define
fd-dom-insert
(fn
(x desc)
(cond
((empty? desc) (list x))
((= x (first desc)) desc)
((> x (first desc)) (cons x desc))
(:else (cons (first desc) (fd-dom-insert x (rest desc)))))))
(define
fd-dom-sort-dedupe
(fn
(xs acc)
(cond
((empty? xs) (fd-dom-rev acc (list)))
(:else (fd-dom-sort-dedupe (rest xs) (fd-dom-insert (first xs) acc))))))
(define fd-dom-from-list (fn (xs) (fd-dom-sort-dedupe xs (list))))
(define fd-dom-empty? (fn (d) (empty? d)))
(define
fd-dom-singleton?
(fn (d) (and (not (empty? d)) (empty? (rest d)))))
(define fd-dom-min (fn (d) (first d)))
(define
fd-dom-last
(fn
(d)
(cond ((empty? (rest d)) (first d)) (:else (fd-dom-last (rest d))))))
(define fd-dom-max (fn (d) (fd-dom-last d)))
(define fd-dom-member? (fn (x d) (some (fn (y) (= x y)) d)))
(define
fd-dom-intersect
(fn
(a b)
(cond
((empty? a) (list))
((empty? b) (list))
((= (first a) (first b))
(cons (first a) (fd-dom-intersect (rest a) (rest b))))
((< (first a) (first b)) (fd-dom-intersect (rest a) b))
(:else (fd-dom-intersect a (rest b))))))
(define
fd-dom-without
(fn
(x d)
(cond
((empty? d) (list))
((= (first d) x) (rest d))
((> (first d) x) d)
(:else (cons (first d) (fd-dom-without x (rest d)))))))
(define
fd-dom-range
(fn
(lo hi)
(cond
((> lo hi) (list))
(:else (cons lo (fd-dom-range (+ lo 1) hi))))))
;; --- constraint store accessors ---
(define fd-store-empty (fn () {:domains {} :constraints (list)}))
(define
fd-store-of
(fn
(s)
(cond ((has-key? s fd-key) (get s fd-key)) (:else (fd-store-empty)))))
(define fd-domains-of (fn (s) (get (fd-store-of s) :domains)))
(define fd-with-store (fn (s store) (assoc s fd-key store)))
(define
fd-domain-of
(fn
(s var-name)
(let
((doms (fd-domains-of s)))
(cond ((has-key? doms var-name) (get doms var-name)) (:else nil)))))
(define
fd-set-domain
(fn
(s var-name d)
(cond
((fd-dom-empty? d) nil)
(:else
(let
((store (fd-store-of s)))
(let
((doms-prime (assoc (get store :domains) var-name d)))
(let
((store-prime (assoc store :domains doms-prime)))
(fd-with-store s store-prime))))))))
(define
fd-add-constraint
(fn
(s c)
(let
((store (fd-store-of s)))
(let
((cs-prime (cons c (get store :constraints))))
(let
((store-prime (assoc store :constraints cs-prime)))
(fd-with-store s store-prime))))))
(define
fd-fire-list
(fn
(cs s)
(cond
((empty? cs) s)
(:else
(let
((s2 ((first cs) s)))
(cond ((= s2 nil) nil) (:else (fd-fire-list (rest cs) s2))))))))
(define
fd-store-signature
(fn
(s)
(let
((doms (fd-domains-of s)))
(let
((dom-sizes (reduce (fn (acc k) (+ acc (len (get doms k)))) 0 (keys doms))))
(+ dom-sizes (len (keys s)))))))
(define
fd-fire-store
(fn
(s)
(let
((s2 (fd-fire-list (get (fd-store-of s) :constraints) s)))
(cond
((= s2 nil) nil)
((= (fd-store-signature s) (fd-store-signature s2)) s2)
(:else (fd-fire-store s2))))))
;; --- user-facing goals ---
(define
fd-in
(fn
(x dom-list)
(fn
(s)
(let
((new-dom (fd-dom-from-list dom-list)))
(let
((wx (mk-walk x s)))
(cond
((number? wx)
(cond ((fd-dom-member? wx new-dom) (unit s)) (:else mzero)))
((is-var? wx)
(let
((existing (fd-domain-of s (var-name wx))))
(let
((narrowed (cond ((= existing nil) new-dom) (:else (fd-dom-intersect existing new-dom)))))
(let
((s2 (fd-set-domain s (var-name wx) narrowed)))
(cond ((= s2 nil) mzero) (:else (unit s2)))))))
(:else mzero)))))))
;; --- fd-neq ---
(define
fd-neq-prop
(fn
(x y s)
(let
((wx (mk-walk x s)) (wy (mk-walk y s)))
(cond
((and (number? wx) (number? wy))
(cond ((= wx wy) nil) (:else s)))
((and (number? wx) (is-var? wy))
(let
((y-dom (fd-domain-of s (var-name wy))))
(cond
((= y-dom nil) s)
(:else
(fd-set-domain s (var-name wy) (fd-dom-without wx y-dom))))))
((and (number? wy) (is-var? wx))
(let
((x-dom (fd-domain-of s (var-name wx))))
(cond
((= x-dom nil) s)
(:else
(fd-set-domain s (var-name wx) (fd-dom-without wy x-dom))))))
(:else s)))))
(define
fd-neq
(fn
(x y)
(fn
(s)
(let
((c (fn (s-prime) (fd-neq-prop x y s-prime))))
(let
((s2 (fd-add-constraint s c)))
(let
((s2-or-nil (c s2)))
(let
((s3 (cond ((= s2-or-nil nil) nil) (:else (fd-fire-store s2-or-nil)))))
(cond ((= s3 nil) mzero) (:else (unit s3))))))))))
;; --- fd-lt ---
(define
fd-lt-prop
(fn
(x y s)
(let
((wx (mk-walk x s)) (wy (mk-walk y s)))
(cond
((and (number? wx) (number? wy))
(cond ((< wx wy) s) (:else nil)))
((and (number? wx) (is-var? wy))
(let
((yd (fd-domain-of s (var-name wy))))
(cond
((= yd nil) s)
(:else
(fd-set-domain
s
(var-name wy)
(filter (fn (v) (> v wx)) yd))))))
((and (is-var? wx) (number? wy))
(let
((xd (fd-domain-of s (var-name wx))))
(cond
((= xd nil) s)
(:else
(fd-set-domain
s
(var-name wx)
(filter (fn (v) (< v wy)) xd))))))
((and (is-var? wx) (is-var? wy))
(let
((xd (fd-domain-of s (var-name wx)))
(yd (fd-domain-of s (var-name wy))))
(cond
((or (= xd nil) (= yd nil)) s)
(:else
(let
((xd-prime (filter (fn (v) (< v (fd-dom-max yd))) xd)))
(let
((s2 (fd-set-domain s (var-name wx) xd-prime)))
(cond
((= s2 nil) nil)
(:else
(let
((yd-prime (filter (fn (v) (> v (fd-dom-min xd-prime))) yd)))
(fd-set-domain s2 (var-name wy) yd-prime))))))))))
(:else s)))))
(define
fd-lt
(fn
(x y)
(fn
(s)
(let
((c (fn (sp) (fd-lt-prop x y sp))))
(let
((s2 (fd-add-constraint s c)))
(let
((s2-or-nil (c s2)))
(let
((s3 (cond ((= s2-or-nil nil) nil) (:else (fd-fire-store s2-or-nil)))))
(cond ((= s3 nil) mzero) (:else (unit s3))))))))))
;; --- fd-lte ---
(define
fd-lte-prop
(fn
(x y s)
(let
((wx (mk-walk x s)) (wy (mk-walk y s)))
(cond
((and (number? wx) (number? wy))
(cond ((<= wx wy) s) (:else nil)))
((and (number? wx) (is-var? wy))
(let
((yd (fd-domain-of s (var-name wy))))
(cond
((= yd nil) s)
(:else
(fd-set-domain
s
(var-name wy)
(filter (fn (v) (>= v wx)) yd))))))
((and (is-var? wx) (number? wy))
(let
((xd (fd-domain-of s (var-name wx))))
(cond
((= xd nil) s)
(:else
(fd-set-domain
s
(var-name wx)
(filter (fn (v) (<= v wy)) xd))))))
((and (is-var? wx) (is-var? wy))
(let
((xd (fd-domain-of s (var-name wx)))
(yd (fd-domain-of s (var-name wy))))
(cond
((or (= xd nil) (= yd nil)) s)
(:else
(let
((xd-prime (filter (fn (v) (<= v (fd-dom-max yd))) xd)))
(let
((s2 (fd-set-domain s (var-name wx) xd-prime)))
(cond
((= s2 nil) nil)
(:else
(let
((yd-prime (filter (fn (v) (>= v (fd-dom-min xd-prime))) yd)))
(fd-set-domain s2 (var-name wy) yd-prime))))))))))
(:else s)))))
(define
fd-lte
(fn
(x y)
(fn
(s)
(let
((c (fn (sp) (fd-lte-prop x y sp))))
(let
((s2 (fd-add-constraint s c)))
(let
((s2-or-nil (c s2)))
(let
((s3 (cond ((= s2-or-nil nil) nil) (:else (fd-fire-store s2-or-nil)))))
(cond ((= s3 nil) mzero) (:else (unit s3))))))))))
;; --- fd-eq ---
(define
fd-eq-prop
(fn
(x y s)
(let
((wx (mk-walk x s)) (wy (mk-walk y s)))
(cond
((and (number? wx) (number? wy))
(cond ((= wx wy) s) (:else nil)))
((and (number? wx) (is-var? wy))
(let
((yd (fd-domain-of s (var-name wy))))
(cond
((and (not (= yd nil)) (not (fd-dom-member? wx yd))) nil)
(:else
(let
((s2 (mk-unify wy wx s)))
(cond ((= s2 nil) nil) (:else s2)))))))
((and (is-var? wx) (number? wy))
(let
((xd (fd-domain-of s (var-name wx))))
(cond
((and (not (= xd nil)) (not (fd-dom-member? wy xd))) nil)
(:else
(let
((s2 (mk-unify wx wy s)))
(cond ((= s2 nil) nil) (:else s2)))))))
((and (is-var? wx) (is-var? wy))
(let
((xd (fd-domain-of s (var-name wx)))
(yd (fd-domain-of s (var-name wy))))
(cond
((and (= xd nil) (= yd nil))
(let
((s2 (mk-unify wx wy s)))
(cond ((= s2 nil) nil) (:else s2))))
(:else
(let
((shared (cond ((= xd nil) yd) ((= yd nil) xd) (:else (fd-dom-intersect xd yd)))))
(cond
((fd-dom-empty? shared) nil)
(:else
(let
((s2 (fd-set-domain s (var-name wx) shared)))
(cond
((= s2 nil) nil)
(:else
(let
((s3 (fd-set-domain s2 (var-name wy) shared)))
(cond
((= s3 nil) nil)
(:else (mk-unify wx wy s3))))))))))))))
(:else s)))))
(define
fd-eq
(fn
(x y)
(fn
(s)
(let
((c (fn (sp) (fd-eq-prop x y sp))))
(let
((s2 (fd-add-constraint s c)))
(let
((s2-or-nil (c s2)))
(let
((s3 (cond ((= s2-or-nil nil) nil) (:else (fd-fire-store s2-or-nil)))))
(cond ((= s3 nil) mzero) (:else (unit s3))))))))))
;; --- labelling ---
(define
fd-try-each-value
(fn
(x dom s)
(cond
((empty? dom) mzero)
(:else
(let
((s2 (mk-unify x (first dom) s)))
(let
((s3 (cond ((= s2 nil) nil) (:else (fd-fire-store s2)))))
(let
((this-stream (cond ((= s3 nil) mzero) (:else (unit s3))))
(rest-stream (fd-try-each-value x (rest dom) s)))
(mk-mplus this-stream rest-stream))))))))
(define
fd-label-one
(fn
(x)
(fn
(s)
(let
((wx (mk-walk x s)))
(cond
((number? wx) (unit s))
((is-var? wx)
(let
((dom (fd-domain-of s (var-name wx))))
(cond
((= dom nil) mzero)
(:else (fd-try-each-value wx dom s)))))
(:else mzero))))))
(define
fd-label
(fn
(vars)
(cond
((empty? vars) succeed)
(:else (mk-conj (fd-label-one (first vars)) (fd-label (rest vars)))))))
;; --- fd-distinct (pairwise distinct via fd-neq) ---
(define
fd-distinct-from-head
(fn
(x others)
(cond
((empty? others) succeed)
(:else
(mk-conj
(fd-neq x (first others))
(fd-distinct-from-head x (rest others)))))))
(define
fd-distinct
(fn
(vars)
(cond
((empty? vars) succeed)
((empty? (rest vars)) succeed)
(:else
(mk-conj
(fd-distinct-from-head (first vars) (rest vars))
(fd-distinct (rest vars)))))))
;; --- fd-plus (x + y = z, ground-cases propagator) ---
(define
fd-bind-or-narrow
(fn
(w target s)
(cond
((number? w) (cond ((= w target) s) (:else nil)))
((is-var? w)
(let
((wd (fd-domain-of s (var-name w))))
(cond
((and (not (= wd nil)) (not (fd-dom-member? target wd))) nil)
(:else
(let
((s2 (mk-unify w target s)))
(cond ((= s2 nil) nil) (:else s2)))))))
(:else nil))))
(define
fd-narrow-or-skip
(fn
(s var-key d lo hi)
(cond
((= d nil) s)
(:else
(fd-set-domain
s
var-key
(filter (fn (v) (and (>= v lo) (<= v hi))) d))))))
(define
fd-plus-prop-vvn
(fn
(wx wy wz s)
(let
((xd (fd-domain-of s (var-name wx)))
(yd (fd-domain-of s (var-name wy))))
(cond
((or (= xd nil) (= yd nil)) s)
(:else
(let
((s1 (fd-narrow-or-skip s (var-name wx) xd (- wz (fd-dom-max yd)) (- wz (fd-dom-min yd)))))
(cond
((= s1 nil) nil)
(:else
(let
((xd2 (fd-domain-of s1 (var-name wx))))
(fd-narrow-or-skip
s1
(var-name wy)
yd
(- wz (fd-dom-max xd2))
(- wz (fd-dom-min xd2))))))))))))
(define
fd-plus-prop-nvv
(fn
(wx wy wz s)
(let
((yd (fd-domain-of s (var-name wy)))
(zd (fd-domain-of s (var-name wz))))
(cond
((or (= yd nil) (= zd nil)) s)
(:else
(let
((s1 (fd-narrow-or-skip s (var-name wy) yd (- (fd-dom-min zd) wx) (- (fd-dom-max zd) wx))))
(cond
((= s1 nil) nil)
(:else
(let
((yd2 (fd-domain-of s1 (var-name wy))))
(fd-narrow-or-skip
s1
(var-name wz)
zd
(+ wx (fd-dom-min yd2))
(+ wx (fd-dom-max yd2))))))))))))
(define
fd-plus-prop-vnv
(fn
(wx wy wz s)
(let
((xd (fd-domain-of s (var-name wx)))
(zd (fd-domain-of s (var-name wz))))
(cond
((or (= xd nil) (= zd nil)) s)
(:else
(let
((s1 (fd-narrow-or-skip s (var-name wx) xd (- (fd-dom-min zd) wy) (- (fd-dom-max zd) wy))))
(cond
((= s1 nil) nil)
(:else
(let
((xd2 (fd-domain-of s1 (var-name wx))))
(fd-narrow-or-skip
s1
(var-name wz)
zd
(+ (fd-dom-min xd2) wy)
(+ (fd-dom-max xd2) wy)))))))))))
(define
fd-plus-prop-vvv
(fn
(wx wy wz s)
(let
((xd (fd-domain-of s (var-name wx)))
(yd (fd-domain-of s (var-name wy)))
(zd (fd-domain-of s (var-name wz))))
(cond
((or (= xd nil) (or (= yd nil) (= zd nil))) s)
(:else
(let
((s1 (fd-narrow-or-skip s (var-name wx) xd (- (fd-dom-min zd) (fd-dom-max yd)) (- (fd-dom-max zd) (fd-dom-min yd)))))
(cond
((= s1 nil) nil)
(:else
(let
((s2 (fd-narrow-or-skip s1 (var-name wy) yd (- (fd-dom-min zd) (fd-dom-max xd)) (- (fd-dom-max zd) (fd-dom-min xd)))))
(cond
((= s2 nil) nil)
(:else
(fd-narrow-or-skip
s2
(var-name wz)
zd
(+ (fd-dom-min xd) (fd-dom-min yd))
(+ (fd-dom-max xd) (fd-dom-max yd))))))))))))))
(define
fd-plus-prop
(fn
(x y z s)
(let
((wx (mk-walk x s)) (wy (mk-walk y s)) (wz (mk-walk z s)))
(cond
((and (number? wx) (number? wy) (number? wz))
(cond ((= (+ wx wy) wz) s) (:else nil)))
((and (number? wx) (number? wy))
(fd-bind-or-narrow wz (+ wx wy) s))
((and (number? wx) (number? wz))
(fd-bind-or-narrow wy (- wz wx) s))
((and (number? wy) (number? wz))
(fd-bind-or-narrow wx (- wz wy) s))
((and (is-var? wx) (is-var? wy) (number? wz))
(fd-plus-prop-vvn wx wy wz s))
((and (number? wx) (is-var? wy) (is-var? wz))
(fd-plus-prop-nvv wx wy wz s))
((and (is-var? wx) (number? wy) (is-var? wz))
(fd-plus-prop-vnv wx wy wz s))
((and (is-var? wx) (is-var? wy) (is-var? wz))
(fd-plus-prop-vvv wx wy wz s))
(:else s)))))
(define
fd-plus
(fn
(x y z)
(fn
(s)
(let
((c (fn (sp) (fd-plus-prop x y z sp))))
(let
((s2 (fd-add-constraint s c)))
(let
((s2-or-nil (c s2)))
(let
((s3 (cond ((= s2-or-nil nil) nil) (:else (fd-fire-store s2-or-nil)))))
(cond ((= s3 nil) mzero) (:else (unit s3))))))))))
;; --- fd-times (x * y = z, ground-cases propagator) ---
(define
fd-int-ceil-div
(fn
(a b)
(cond
((= (mod a b) 0) (/ a b))
(:else (+ (fd-int-floor-div a b) 1)))))
(define fd-int-floor-div (fn (a b) (/ (- a (mod a b)) b)))
(define
fd-dom-positive?
(fn
(d)
(cond ((empty? d) false) (:else (>= (fd-dom-min d) 1)))))
(define
fd-times-prop-vvv
(fn
(wx wy wz s)
(let
((xd (fd-domain-of s (var-name wx)))
(yd (fd-domain-of s (var-name wy)))
(zd (fd-domain-of s (var-name wz))))
(cond
((or (= xd nil) (or (= yd nil) (= zd nil))) s)
((not (and (fd-dom-positive? xd) (and (fd-dom-positive? yd) (fd-dom-positive? zd))))
s)
(:else
(let
((s1 (fd-narrow-or-skip s (var-name wx) xd (fd-int-ceil-div (fd-dom-min zd) (fd-dom-max yd)) (fd-int-floor-div (fd-dom-max zd) (fd-dom-min yd)))))
(cond
((= s1 nil) nil)
(:else
(let
((s2 (fd-narrow-or-skip s1 (var-name wy) yd (fd-int-ceil-div (fd-dom-min zd) (fd-dom-max xd)) (fd-int-floor-div (fd-dom-max zd) (fd-dom-min xd)))))
(cond
((= s2 nil) nil)
(:else
(fd-narrow-or-skip
s2
(var-name wz)
zd
(* (fd-dom-min xd) (fd-dom-min yd))
(* (fd-dom-max xd) (fd-dom-max yd))))))))))))))
(define
fd-times-prop-vvn
(fn
(wx wy wz s)
(let
((xd (fd-domain-of s (var-name wx)))
(yd (fd-domain-of s (var-name wy))))
(cond
((or (= xd nil) (= yd nil)) s)
((not (and (fd-dom-positive? xd) (fd-dom-positive? yd))) s)
((<= wz 0) s)
(:else
(let
((s1 (fd-narrow-or-skip s (var-name wx) xd (fd-int-ceil-div wz (fd-dom-max yd)) (fd-int-floor-div wz (fd-dom-min yd)))))
(cond
((= s1 nil) nil)
(:else
(let
((xd2 (fd-domain-of s1 (var-name wx))))
(fd-narrow-or-skip
s1
(var-name wy)
yd
(fd-int-ceil-div wz (fd-dom-max xd2))
(fd-int-floor-div wz (fd-dom-min xd2))))))))))))
(define
fd-times-prop-nvv
(fn
(wx wy wz s)
(cond
((<= wx 0) s)
(:else
(let
((yd (fd-domain-of s (var-name wy)))
(zd (fd-domain-of s (var-name wz))))
(cond
((or (= yd nil) (= zd nil)) s)
((not (and (fd-dom-positive? yd) (fd-dom-positive? zd))) s)
(:else
(let
((s1 (fd-narrow-or-skip s (var-name wy) yd (fd-int-ceil-div (fd-dom-min zd) wx) (fd-int-floor-div (fd-dom-max zd) wx))))
(cond
((= s1 nil) nil)
(:else
(let
((yd2 (fd-domain-of s1 (var-name wy))))
(fd-narrow-or-skip
s1
(var-name wz)
zd
(* wx (fd-dom-min yd2))
(* wx (fd-dom-max yd2))))))))))))))
(define
fd-times-prop-vnv
(fn
(wx wy wz s)
(cond
((<= wy 0) s)
(:else
(let
((xd (fd-domain-of s (var-name wx)))
(zd (fd-domain-of s (var-name wz))))
(cond
((or (= xd nil) (= zd nil)) s)
((not (and (fd-dom-positive? xd) (fd-dom-positive? zd))) s)
(:else
(let
((s1 (fd-narrow-or-skip s (var-name wx) xd (fd-int-ceil-div (fd-dom-min zd) wy) (fd-int-floor-div (fd-dom-max zd) wy))))
(cond
((= s1 nil) nil)
(:else
(let
((xd2 (fd-domain-of s1 (var-name wx))))
(fd-narrow-or-skip
s1
(var-name wz)
zd
(* (fd-dom-min xd2) wy)
(* (fd-dom-max xd2) wy)))))))))))))
(define
fd-times-prop
(fn
(x y z s)
(let
((wx (mk-walk x s)) (wy (mk-walk y s)) (wz (mk-walk z s)))
(cond
((and (number? wx) (number? wy) (number? wz))
(cond ((= (* wx wy) wz) s) (:else nil)))
((and (number? wx) (number? wy))
(fd-bind-or-narrow wz (* wx wy) s))
((and (number? wx) (number? wz))
(cond
((= wx 0) (cond ((= wz 0) s) (:else nil)))
((not (= (mod wz wx) 0)) nil)
(:else (fd-bind-or-narrow wy (/ wz wx) s))))
((and (number? wy) (number? wz))
(cond
((= wy 0) (cond ((= wz 0) s) (:else nil)))
((not (= (mod wz wy) 0)) nil)
(:else (fd-bind-or-narrow wx (/ wz wy) s))))
((and (is-var? wx) (is-var? wy) (number? wz))
(fd-times-prop-vvn wx wy wz s))
((and (number? wx) (is-var? wy) (is-var? wz))
(fd-times-prop-nvv wx wy wz s))
((and (is-var? wx) (number? wy) (is-var? wz))
(fd-times-prop-vnv wx wy wz s))
((and (is-var? wx) (is-var? wy) (is-var? wz))
(fd-times-prop-vvv wx wy wz s))
(:else s)))))
(define
fd-times
(fn
(x y z)
(fn
(s)
(let
((c (fn (sp) (fd-times-prop x y z sp))))
(let
((s2 (fd-add-constraint s c)))
(let
((s2-or-nil (c s2)))
(let
((s3 (cond ((= s2-or-nil nil) nil) (:else (fd-fire-store s2-or-nil)))))
(cond ((= s3 nil) mzero) (:else (unit s3))))))))))

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;; lib/minikanren/conda.sx — Phase 5 piece A: `conda`, the soft-cut.
;;
;; (conda (g0 g ...) (h0 h ...) ...)
;; — first clause whose head g0 produces ANY answer wins; ALL of g0's
;; answers are then conj'd with the rest of that clause; later
;; clauses are NOT tried.
;; — differs from condu only in not wrapping g0 in onceo: condu
;; commits to the SINGLE first answer, conda lets the head's full
;; answer-set flow into the rest of the clause.
;; (Reasoned Schemer chapter 10; Byrd 5.3.)
(define
conda-try
(fn
(clauses s)
(cond
((empty? clauses) mzero)
(:else
(let
((cl (first clauses)))
(let
((head-goal (first cl)) (rest-goals (rest cl)))
(let
((peek (stream-take 1 (head-goal s))))
(if
(empty? peek)
(conda-try (rest clauses) s)
(mk-bind (head-goal s) (mk-conj-list rest-goals))))))))))
(defmacro
conda
(&rest clauses)
(quasiquote
(fn
(s)
(conda-try
(list
(splice-unquote
(map
(fn (cl) (quasiquote (list (splice-unquote cl))))
clauses)))
s))))

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;; lib/minikanren/conde.sx — Phase 2 piece C: `conde`, the canonical
;; miniKanren and-or form, with implicit Zzz inverse-eta delay so recursive
;; relations like appendo terminate.
;;
;; (conde (g1a g1b ...) (g2a g2b ...) ...)
;; ≡ (mk-disj (Zzz (mk-conj g1a g1b ...))
;; (Zzz (mk-conj g2a g2b ...)) ...)
;;
;; `Zzz g` wraps a goal expression in (fn (S) (fn () (g S))) so that
;; `g`'s body isn't constructed until the surrounding fn is applied to a
;; substitution AND the returned thunk is forced. This is what gives
;; miniKanren its laziness — recursive goal definitions can be `(conde
;; ... (... (recur ...)))` without infinite descent at construction time.
;;
;; Hygiene: the substitution parameter is gensym'd so that user goal
;; expressions which themselves bind `s` (e.g. `(appendo l s ls)`) keep
;; their lexical `s` and don't accidentally reference the wrapper's
;; substitution. Without gensym, miniKanren relations that follow the
;; common (l s ls) parameter convention are silently miscompiled.
(defmacro
Zzz
(g)
(let
((s-sym (gensym "zzz-s-")))
(quasiquote
(fn ((unquote s-sym)) (fn () ((unquote g) (unquote s-sym)))))))
(defmacro
conde
(&rest clauses)
(quasiquote
(mk-disj
(splice-unquote
(map
(fn
(clause)
(quasiquote (Zzz (mk-conj (splice-unquote clause)))))
clauses)))))

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;; lib/minikanren/condu.sx — Phase 2 piece D: `condu` and `onceo`.
;;
;; Both are commitment forms (no backtracking into discarded options):
;;
;; (onceo g) — succeeds at most once: takes the first answer
;; stream-take produces from (g s).
;;
;; (condu (g0 g ...) (h0 h ...) ...)
;; — first clause whose head goal succeeds wins; only
;; the first answer of the head is propagated to the
;; rest of that clause; later clauses are not tried.
;; (Reasoned Schemer chapter 10; Byrd 5.4.)
(define
onceo
(fn
(g)
(fn
(s)
(let
((peek (stream-take 1 (g s))))
(if (empty? peek) mzero (unit (first peek)))))))
;; condu-try — runtime walker over a list of clauses (each clause a list of
;; goals). Forces the head with stream-take 1; if head fails, recurse to
;; the next clause; if head succeeds, commits its single answer through
;; the rest of the clause.
(define
condu-try
(fn
(clauses s)
(cond
((empty? clauses) mzero)
(:else
(let
((cl (first clauses)))
(let
((head-goal (first cl)) (rest-goals (rest cl)))
(let
((peek (stream-take 1 (head-goal s))))
(if
(empty? peek)
(condu-try (rest clauses) s)
((mk-conj-list rest-goals) (first peek))))))))))
(defmacro
condu
(&rest clauses)
(quasiquote
(fn
(s)
(condu-try
(list
(splice-unquote
(map
(fn (cl) (quasiquote (list (splice-unquote cl))))
clauses)))
s))))

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;; lib/minikanren/defrel.sx — Prolog-style defrel macro.
;;
;; (defrel (NAME ARG1 ARG2 ...)
;; (CLAUSE1 ...)
;; (CLAUSE2 ...)
;; ...)
;;
;; expands to
;;
;; (define NAME (fn (ARG1 ARG2 ...) (conde (CLAUSE1 ...) (CLAUSE2 ...))))
;;
;; This puts each clause's goals immediately after the head, mirroring
;; Prolog's `name(Args) :- goals.` shape. Clauses are conde-conjoined
;; goals — `Zzz`-wrapping is automatic via `conde`, so recursive
;; relations terminate on partial answers.
(defmacro
defrel
(head &rest clauses)
(let
((name (first head)) (args (rest head)))
(list
(quote define)
name
(list (quote fn) args (cons (quote conde) clauses)))))

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;; lib/minikanren/diseq.sx — Phase 5 polish: =/= disequality with a
;; constraint store, generalising nafc / fd-neq to logic terms.
;;
;; The constraint store lives under the same `_fd` reserved key as the
;; CLP(FD) propagators (a disequality is just another constraint
;; closure that the existing fd-fire-store machinery re-runs).
;;
;; =/= semantics:
;; - If u and v walk to ground non-unifiable terms, succeed (drop).
;; - If they walk to terms that COULD become equal under a future
;; binding, store the constraint; re-check after each binding.
;; - If they're already equal (unify with no new bindings), fail.
;;
;; Implementation: each =/= test attempts (mk-unify wu wv s).
;; nil — distinct, keep s, drop the constraint (return s).
;; subst eq — equal, fail (return nil).
;; subst > — partially unifiable; keep the constraint, return s.
;;
;; "Substitution equal to s" is detected via key-count: mk-unify only
;; ever extends a substitution, never removes from it, so equal
;; key-count means no new bindings were needed.
(define
=/=-prop
(fn
(u v s)
(let
((s-after (mk-unify u v s)))
(cond
((= s-after nil) s)
((= (len (keys s)) (len (keys s-after))) nil)
(:else s)))))
(define
=/=
(fn
(u v)
(fn
(s)
(let
((c (fn (sp) (=/=-prop u v sp))))
(let
((s2 (fd-add-constraint s c)))
(let
((s2-or-nil (c s2)))
(let
((s3 (cond ((= s2-or-nil nil) nil) (:else (fd-fire-store s2-or-nil)))))
(cond ((= s3 nil) mzero) (:else (unit s3))))))))))
;; --- constraint-aware == ---
;;
;; Plain `==` doesn't fire the constraint store, so a binding that
;; should violate a pending =/= goes undetected. `==-cs` is the
;; drop-in replacement that fires fd-fire-store after each binding.
;; Use ==-cs in any program that mixes =/= (or fd-* goals that should
;; re-check after non-FD bindings) with regular unification.
(define
==-cs
(fn
(u v)
(fn
(s)
(let
((s2 (mk-unify u v s)))
(cond
((= s2 nil) mzero)
(:else
(let
((s3 (fd-fire-store s2)))
(cond ((= s3 nil) mzero) (:else (unit s3))))))))))

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;; lib/minikanren/fd.sx — Phase 6 piece A: minimal finite-domain helpers.
;;
;; A full CLP(FD) engine (arc consistency, native integer domains, fd-plus
;; etc.) is Phase 6 proper. For now we expose two small relations layered
;; on the existing list machinery — they're sufficient for permutation
;; puzzles, the N-queens-style core of constraint solving:
;;
;; (ino x dom) — x is a member of dom (alias for membero with the
;; constraint-store-friendly argument order).
;; (all-distincto l) — all elements of l are pairwise distinct.
;;
;; all-distincto uses nafc + membero on the tail — it requires the head
;; element of each recursive step to be ground enough for membero to be
;; finitary, so order matters: prefer (in x dom) goals BEFORE
;; (all-distincto (list x ...)) so values get committed first.
(define ino (fn (x dom) (membero x dom)))
(define
all-distincto
(fn
(l)
(conde
((nullo l))
((fresh (a d) (conso a d l) (nafc (membero a d)) (all-distincto d))))))

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;; lib/minikanren/fresh.sx — Phase 2 piece B: `fresh` for introducing
;; logic variables inside a goal body.
;;
;; (fresh (x y z) goal1 goal2 ...)
;; ≡ (let ((x (make-var)) (y (make-var)) (z (make-var)))
;; (mk-conj goal1 goal2 ...))
;;
;; A macro rather than a function so user-named vars are real lexical
;; bindings — which is also what miniKanren convention expects.
;; The empty-vars form (fresh () goal ...) is just a goal grouping.
(defmacro
fresh
(vars &rest goals)
(quasiquote
(let
(unquote (map (fn (v) (list v (list (quote make-var)))) vars))
(mk-conj (splice-unquote goals)))))
;; call-fresh — functional alternative for code that builds goals
;; programmatically:
;; ((call-fresh (fn (x) (== x 7))) empty-s) → ({:_.N 7})
(define call-fresh (fn (f) (fn (s) ((f (make-var)) s))))

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;; lib/minikanren/goals.sx — Phase 2 piece B: core goals.
;;
;; A goal is a function (fn (s) → stream-of-substitutions).
;; Goals built here:
;; succeed — always returns (unit s)
;; fail — always returns mzero
;; == — unifies two terms; succeeds with a singleton, else fails
;; ==-check — opt-in occurs-checked equality
;; conj2 / mk-conj — sequential conjunction of goals
;; disj2 / mk-disj — interleaved disjunction of goals (raw — `conde` adds
;; the implicit-conj-per-clause sugar in a later commit)
(define succeed (fn (s) (unit s)))
(define fail (fn (s) mzero))
(define
==
(fn
(u v)
(fn
(s)
(let ((s2 (mk-unify u v s))) (if (= s2 nil) mzero (unit s2))))))
(define
==-check
(fn
(u v)
(fn
(s)
(let ((s2 (mk-unify-check u v s))) (if (= s2 nil) mzero (unit s2))))))
(define conj2 (fn (g1 g2) (fn (s) (mk-bind (g1 s) g2))))
(define disj2 (fn (g1 g2) (fn (s) (mk-mplus (g1 s) (g2 s)))))
;; Fold goals in a list. (mk-conj-list ()) ≡ succeed; (mk-disj-list ()) ≡ fail.
(define
mk-conj-list
(fn
(gs)
(cond
((empty? gs) succeed)
((empty? (rest gs)) (first gs))
(:else (conj2 (first gs) (mk-conj-list (rest gs)))))))
(define
mk-disj-list
(fn
(gs)
(cond
((empty? gs) fail)
((empty? (rest gs)) (first gs))
(:else (disj2 (first gs) (mk-disj-list (rest gs)))))))
(define mk-conj (fn (&rest gs) (mk-conj-list gs)))
(define mk-disj (fn (&rest gs) (mk-disj-list gs)))

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;; lib/minikanren/intarith.sx — fast integer arithmetic via project.
;;
;; These are ground-only escapes into host arithmetic. They run at native
;; speed (host ints) but require their arguments to walk to actual numbers
;; — they are not relational the way `pluso` (Peano) is. Use them when
;; the puzzle size makes Peano impractical.
;;
;; Naming: `-i` suffix marks "integer-only" goals.
(define
pluso-i
(fn
(a b c)
(project
(a b)
(if (and (number? a) (number? b)) (== c (+ a b)) fail))))
(define
minuso-i
(fn
(a b c)
(project
(a b)
(if (and (number? a) (number? b)) (== c (- a b)) fail))))
(define
*o-i
(fn
(a b c)
(project
(a b)
(if (and (number? a) (number? b)) (== c (* a b)) fail))))
(define
lto-i
(fn
(a b)
(project
(a b)
(if (and (number? a) (and (number? b) (< a b))) succeed fail))))
(define
lteo-i
(fn
(a b)
(project
(a b)
(if (and (number? a) (and (number? b) (<= a b))) succeed fail))))
(define
neqo-i
(fn
(a b)
(project
(a b)
(if (and (number? a) (and (number? b) (not (= a b)))) succeed fail))))
(define numbero (fn (x) (project (x) (if (number? x) succeed fail))))
(define stringo (fn (x) (project (x) (if (string? x) succeed fail))))
(define symbolo (fn (x) (project (x) (if (symbol? x) succeed fail))))
(define
even-i
(fn (n) (project (n) (if (and (number? n) (even? n)) succeed fail))))
(define
odd-i
(fn (n) (project (n) (if (and (number? n) (odd? n)) succeed fail))))
(define
sortedo
(fn
(l)
(conde
((nullo l))
((fresh (a) (== l (list a))))
((fresh (a b rest mid) (conso a mid l) (conso b rest mid) (lteo-i a b) (sortedo mid))))))
(define
mino
(fn
(l m)
(conde
((fresh (a) (== l (list a)) (== m a)))
((fresh (a d rest-min) (conso a d l) (mino d rest-min) (conde ((lteo-i a rest-min) (== m a)) ((lto-i rest-min a) (== m rest-min))))))))
(define
maxo
(fn
(l m)
(conde
((fresh (a) (== l (list a)) (== m a)))
((fresh (a d rest-max) (conso a d l) (maxo d rest-max) (conde ((lteo-i rest-max a) (== m a)) ((lto-i a rest-max) (== m rest-max))))))))
(define
sumo
(fn
(l total)
(conde
((nullo l) (== total 0))
((fresh (a d rest-sum) (conso a d l) (sumo d rest-sum) (pluso-i a rest-sum total))))))
(define
producto
(fn
(l total)
(conde
((nullo l) (== total 1))
((fresh (a d rest-prod) (conso a d l) (producto d rest-prod) (*o-i a rest-prod total))))))
(define
lengtho-i
(fn
(l n)
(conde
((nullo l) (== n 0))
((fresh (a d n-1) (conso a d l) (lengtho-i d n-1) (pluso-i 1 n-1 n))))))
(define
enumerate-from-i
(fn
(start l result)
(conde
((nullo l) (nullo result))
((fresh (a d r-rest start-prime) (conso a d l) (conso (list start a) r-rest result) (pluso-i 1 start start-prime) (enumerate-from-i start-prime d r-rest))))))
(define enumerate-i (fn (l result) (enumerate-from-i 0 l result)))
(define
counto
(fn
(x l n)
(conde
((nullo l) (== n 0))
((fresh (a d n-rest) (conso a d l) (conde ((== a x) (counto x d n-rest) (pluso-i 1 n-rest n)) ((nafc (== a x)) (counto x d n))))))))
(define
mk-arith-prog
(fn
(start step len)
(cond
((= len 0) (list))
(:else (cons start (mk-arith-prog (+ start step) step (- len 1)))))))
(define
arith-progo
(fn
(start step len result)
(project (start step len) (== result (mk-arith-prog start step len)))))

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;; lib/minikanren/matche.sx — Phase 5 piece D: pattern matching over terms.
;;
;; (matche TARGET
;; (PATTERN1 g1 g2 ...)
;; (PATTERN2 g1 ...)
;; ...)
;;
;; Pattern grammar:
;; _ wildcard — fresh anonymous var
;; x plain symbol — fresh var, bind by name
;; ATOM literal (number, string, boolean) — must equal
;; :keyword keyword literal — emitted bare (keywords self-evaluate
;; to their string name in SX, so quoting them changes
;; their type from string to keyword)
;; () empty list — must equal
;; (p1 p2 ... pn) list pattern — recurse on each element
;;
;; The macro expands to a `conde` whose clauses are
;; `((fresh (vars-in-pat) (== target pat-expr) body...))`.
;;
;; Repeated symbol names within a pattern produce the same fresh var, so
;; they unify by `==`. Fixed-length list patterns only — head/tail
;; destructuring uses `(fresh (a d) (conso a d target) body)` directly.
;;
;; Note: the macro builds the expansion via `cons` / `list` rather than a
;; quasiquote — quasiquote does not recurse into nested lambda bodies in
;; SX, so `\`(matche-clause (quote ,target) cl)` left literal
;; `(unquote target)` in the output.
(define matche-symbol-var? (fn (s) (symbol? s)))
(define
matche-collect-vars-acc
(fn
(pat acc)
(cond
((matche-symbol-var? pat)
(if (some (fn (s) (= s pat)) acc) acc (append acc (list pat))))
((and (list? pat) (not (empty? pat)))
(reduce (fn (a p) (matche-collect-vars-acc p a)) acc pat))
(:else acc))))
(define
matche-collect-vars
(fn (pat) (matche-collect-vars-acc pat (list))))
(define
matche-pattern->expr
(fn
(pat)
(cond
((matche-symbol-var? pat) pat)
((and (list? pat) (empty? pat)) (list (quote list)))
((list? pat) (cons (quote list) (map matche-pattern->expr pat)))
((keyword? pat) pat)
(:else (list (quote quote) pat)))))
(define
matche-clause
(fn
(target cl)
(let
((pat (first cl)) (body (rest cl)))
(let
((vars (matche-collect-vars pat)))
(let
((pat-expr (matche-pattern->expr pat)))
(list
(cons
(quote fresh)
(cons vars (cons (list (quote ==) target pat-expr) body)))))))))
(defmacro
matche
(target &rest clauses)
(cons (quote conde) (map (fn (cl) (matche-clause target cl)) clauses)))

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;; lib/minikanren/nafc.sx — Phase 5 piece C: negation as finite failure.
;;
;; (nafc g)
;; succeeds (yields the input substitution) if g has zero answers
;; against that substitution; fails (mzero) if g has at least one.
;;
;; Caveat: `nafc` is unsound under the open-world assumption. It only
;; makes sense for goals over fully-ground terms, or with the explicit
;; understanding that adding more facts could flip the answer. Use
;; `(project (...) ...)` to ensure the relevant vars are ground first.
;;
;; Caveat 2: stream-take forces g for at least one answer; if g is
;; infinitely-ground (say, a divergent search over an unbound list),
;; nafc itself will diverge. Standard miniKanren limitation.
(define
nafc
(fn
(g)
(fn
(s)
(let
((peek (stream-take 1 (g s))))
(if (empty? peek) (unit s) mzero)))))

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;; lib/minikanren/peano.sx — Peano-encoded natural-number relations.
;;
;; Same encoding as `lengtho`: zero is the keyword `:z`; successors are
;; `(:s n)`. So 3 = `(:s (:s (:s :z)))`. `(:z)` and `(:s ...)` are normal
;; SX values that unify positionally — no special primitives needed.
;;
;; Peano arithmetic is the canonical miniKanren way to test addition /
;; multiplication / less-than relationally without an FD constraint store.
;; (CLP(FD) integers come in Phase 6.)
(define zeroo (fn (n) (== n :z)))
(define succ-of (fn (n m) (== m (list :s n))))
(define
pluso
(fn
(a b c)
(conde
((== a :z) (== b c))
((fresh (a-1 c-1) (== a (list :s a-1)) (== c (list :s c-1)) (pluso a-1 b c-1))))))
(define minuso (fn (a b c) (pluso b c a)))
(define lteo (fn (a b) (fresh (k) (pluso a k b))))
(define lto (fn (a b) (fresh (sa) (succ-of a sa) (lteo sa b))))
(define
eveno
(fn
(n)
(conde
((== n :z))
((fresh (m) (== n (list :s (list :s m))) (eveno m))))))
(define
oddo
(fn
(n)
(conde
((== n (list :s :z)))
((fresh (m) (== n (list :s (list :s m))) (oddo m))))))
(define
*o
(fn
(a b c)
(conde
((== a :z) (== c :z))
((fresh (a-1 ab-1) (== a (list :s a-1)) (*o a-1 b ab-1) (pluso b ab-1 c))))))

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;; lib/minikanren/project.sx — Phase 5 piece B: `project`.
;;
;; (project (x y) g1 g2 ...)
;; — rebinds each named var to (mk-walk* var s) within the body's
;; lexical scope, then runs the conjunction of the body goals on
;; the same substitution. Use to escape into regular SX (arithmetic,
;; string ops, host predicates) when you need a ground value.
;;
;; If any of the projected vars is still unbound at this point, the body
;; sees the raw `(:var NAME)` term — that is intentional and lets you
;; mix project with `(== ground? var)` patterns or with conda guards.
;;
;; Hygiene: substitution parameter is gensym'd so it doesn't capture user
;; vars (`s` is a popular relation parameter name).
(defmacro
project
(vars &rest goals)
(let
((s-sym (gensym "proj-s-")))
(quasiquote
(fn
((unquote s-sym))
((let (unquote (map (fn (v) (list v (list (quote mk-walk*) v s-sym))) vars)) (mk-conj (splice-unquote goals)))
(unquote s-sym))))))

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;; lib/minikanren/queens.sx — N-queens via ino + all-distincto + project.
;;
;; Encoding: q = (c1 c2 ... cn) where ci is the column of the queen in
;; row i. Each ci ∈ {1..n}; all distinct (no two queens share a column);
;; no two queens on the same diagonal (|ci - cj| ≠ |i - j| for i ≠ j).
;;
;; The diagonal check uses `project` to escape into host arithmetic
;; once both column values are ground.
(define
safe-diag
(fn
(a b dist)
(project (a b) (if (= (abs (- a b)) dist) fail succeed))))
(define
safe-cell-vs-rest
(fn
(c c-row others next-row)
(cond
((empty? others) succeed)
(:else
(mk-conj
(safe-diag c (first others) (- next-row c-row))
(safe-cell-vs-rest c c-row (rest others) (+ next-row 1)))))))
(define
all-cells-safe
(fn
(cols start-row)
(cond
((empty? cols) succeed)
(:else
(mk-conj
(safe-cell-vs-rest
(first cols)
start-row
(rest cols)
(+ start-row 1))
(all-cells-safe (rest cols) (+ start-row 1)))))))
(define
range-1-to-n
(fn
(n)
(cond
((= n 0) (list))
(:else (append (range-1-to-n (- n 1)) (list n))))))
(define
ino-each
(fn
(cols dom)
(cond
((empty? cols) succeed)
(:else (mk-conj (ino (first cols) dom) (ino-each (rest cols) dom))))))
(define
queens-cols
(fn
(cols n)
(let
((dom (range-1-to-n n)))
(mk-conj
(ino-each cols dom)
(all-distincto cols)
(all-cells-safe cols 1)))))

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;; lib/minikanren/relations.sx — Phase 4 standard relations.
;;
;; Programs use native SX lists as data. Relations decompose lists via the
;; tagged cons-cell shape `(:cons h t)` because SX has no improper pairs;
;; the unifier treats `(:cons h t)` and the native list `(h . t)` as
;; equivalent, and `mk-walk*` flattens cons cells back to flat lists for
;; reification.
;; --- pair / list shape relations ---
(define nullo (fn (l) (== l (list))))
(define pairo (fn (p) (fresh (a d) (== p (mk-cons a d)))))
(define caro (fn (p a) (fresh (d) (== p (mk-cons a d)))))
(define cdro (fn (p d) (fresh (a) (== p (mk-cons a d)))))
(define conso (fn (a d p) (== p (mk-cons a d))))
(define firsto caro)
(define resto cdro)
(define
listo
(fn (l) (conde ((nullo l)) ((fresh (a d) (conso a d l) (listo d))))))
;; --- appendo: the canary ---
;;
;; (appendo l s ls) — `ls` is the concatenation of `l` and `s`.
;; Runs forwards (l, s known → ls), backwards (ls known → all (l, s) pairs),
;; and bidirectionally (mix of bound + unbound).
(define
appendo
(fn
(l s ls)
(conde
((nullo l) (== s ls))
((fresh (a d res) (conso a d l) (conso a res ls) (appendo d s res))))))
;; --- membero ---
;; (membero x l) — x appears (at least once) in l.
(define
appendo3
(fn
(l1 l2 l3 result)
(fresh (l12) (appendo l1 l2 l12) (appendo l12 l3 result))))
(define
partitiono
(fn
(pred l yes no)
(conde
((nullo l) (nullo yes) (nullo no))
((fresh (a d y-rest n-rest) (conso a d l) (conde ((pred a) (conso a y-rest yes) (== no n-rest) (partitiono pred d y-rest n-rest)) ((nafc (pred a)) (== yes y-rest) (conso a n-rest no) (partitiono pred d y-rest n-rest))))))))
(define
foldr-o
(fn
(rel l acc result)
(conde
((nullo l) (== result acc))
((fresh (a d r-rest) (conso a d l) (foldr-o rel d acc r-rest) (rel a r-rest result))))))
(define
foldl-o
(fn
(rel l acc result)
(conde
((nullo l) (== result acc))
((fresh (a d new-acc) (conso a d l) (rel acc a new-acc) (foldl-o rel d new-acc result))))))
(define
flat-mapo
(fn
(rel l result)
(conde
((nullo l) (nullo result))
((fresh (a d a-result rest-result) (conso a d l) (rel a a-result) (flat-mapo rel d rest-result) (appendo a-result rest-result result))))))
(define
nub-o
(fn
(l result)
(conde
((nullo l) (nullo result))
((fresh (a d r-rest) (conso a d l) (conde ((membero a d) (nub-o d result)) ((nafc (membero a d)) (conso a r-rest result) (nub-o d r-rest))))))))
(define
take-while-o
(fn
(pred l result)
(conde
((nullo l) (nullo result))
((fresh (a d r-rest) (conso a d l) (conde ((pred a) (conso a r-rest result) (take-while-o pred d r-rest)) ((nafc (pred a)) (== result (list)))))))))
(define
drop-while-o
(fn
(pred l result)
(conde
((nullo l) (nullo result))
((fresh (a d) (conso a d l) (conde ((pred a) (drop-while-o pred d result)) ((nafc (pred a)) (== result l))))))))
(define
membero
(fn
(x l)
(conde
((fresh (d) (conso x d l)))
((fresh (a d) (conso a d l) (membero x d))))))
(define
not-membero
(fn
(x l)
(conde
((nullo l))
((fresh (a d) (conso a d l) (nafc (== a x)) (not-membero x d))))))
(define
subseto
(fn
(l1 l2)
(conde
((nullo l1))
((fresh (a d) (conso a d l1) (membero a l2) (subseto d l2))))))
(define
reverseo
(fn
(l r)
(conde
((nullo l) (nullo r))
((fresh (a d res-rev) (conso a d l) (reverseo d res-rev) (appendo res-rev (list a) r))))))
(define
rev-acco
(fn
(l acc result)
(conde
((nullo l) (== result acc))
((fresh (a d acc-prime) (conso a d l) (conso a acc acc-prime) (rev-acco d acc-prime result))))))
(define rev-2o (fn (l result) (rev-acco l (list) result)))
(define palindromeo (fn (l) (fresh (rev) (reverseo l rev) (== l rev))))
(define prefixo (fn (p l) (fresh (rest) (appendo p rest l))))
(define suffixo (fn (s l) (fresh (front) (appendo front s l))))
(define
subo
(fn
(s l)
(fresh
(front-and-s back front)
(appendo front-and-s back l)
(appendo front s front-and-s))))
(define
selecto
(fn
(x rest l)
(conde
((conso x rest l))
((fresh (a d r) (conso a d l) (conso a r rest) (selecto x r d))))))
(define
lengtho
(fn
(l n)
(conde
((nullo l) (== n :z))
((fresh (a d n-1) (conso a d l) (== n (list :s n-1)) (lengtho d n-1))))))
(define
inserto
(fn
(a l p)
(conde
((conso a l p))
((fresh (h t pt) (conso h t l) (conso h pt p) (inserto a t pt))))))
(define
permuteo
(fn
(l p)
(conde
((nullo l) (nullo p))
((fresh (a d perm-d) (conso a d l) (permuteo d perm-d) (inserto a perm-d p))))))
(define
flatteno
(fn
(tree flat)
(conde
((nullo tree) (nullo flat))
((pairo tree)
(fresh
(h t hf tf)
(conso h t tree)
(flatteno h hf)
(flatteno t tf)
(appendo hf tf flat)))
((nafc (nullo tree)) (nafc (pairo tree)) (== flat (list tree))))))
(define
rembero
(fn
(x l out)
(conde
((nullo l) (nullo out))
((fresh (a d) (conso a d l) (== a x) (== out d)))
((fresh (a d res) (conso a d l) (nafc (== a x)) (conso a res out) (rembero x d res))))))
(define
removeo-allo
(fn
(x l result)
(conde
((nullo l) (nullo result))
((fresh (a d) (conso a d l) (== a x) (removeo-allo x d result)))
((fresh (a d r-rest) (conso a d l) (nafc (== a x)) (conso a r-rest result) (removeo-allo x d r-rest))))))
(define
assoco
(fn
(key pairs val)
(fresh
(rest)
(conde
((conso (list key val) rest pairs))
((fresh (other) (conso other rest pairs) (assoco key rest val)))))))
(define
nth-o
(fn
(n l elem)
(conde
((== n :z) (fresh (d) (conso elem d l)))
((fresh (n-1 a d) (== n (list :s n-1)) (conso a d l) (nth-o n-1 d elem))))))
(define
samelengtho
(fn
(l1 l2)
(conde
((nullo l1) (nullo l2))
((fresh (a d a-prime d-prime) (conso a d l1) (conso a-prime d-prime l2) (samelengtho d d-prime))))))
(define
mapo
(fn
(rel l1 l2)
(conde
((nullo l1) (nullo l2))
((fresh (a d a-prime d-prime) (conso a d l1) (conso a-prime d-prime l2) (rel a a-prime) (mapo rel d d-prime))))))
(define
iterate-no
(fn
(rel n x result)
(conde
((== n :z) (== result x))
((fresh (n-1 mid) (== n (list :s n-1)) (rel x mid) (iterate-no rel n-1 mid result))))))
(define
pairlisto
(fn
(l1 l2 pairs)
(conde
((nullo l1) (nullo l2) (nullo pairs))
((fresh (a1 d1 a2 d2 d-pairs) (conso a1 d1 l1) (conso a2 d2 l2) (conso (list a1 a2) d-pairs pairs) (pairlisto d1 d2 d-pairs))))))
(define
zip-with-o
(fn
(rel l1 l2 result)
(conde
((nullo l1) (nullo l2) (nullo result))
((fresh (a1 d1 a2 d2 a-result d-result) (conso a1 d1 l1) (conso a2 d2 l2) (rel a1 a2 a-result) (conso a-result d-result result) (zip-with-o rel d1 d2 d-result))))))
(define
swap-firsto
(fn
(l result)
(fresh
(a b rest mid-l mid-r)
(conso a mid-l l)
(conso b rest mid-l)
(conso b mid-r result)
(conso a rest mid-r))))
(define
everyo
(fn
(rel l)
(conde
((nullo l))
((fresh (a d) (conso a d l) (rel a) (everyo rel d))))))
(define
someo
(fn
(rel l)
(conde
((fresh (a d) (conso a d l) (rel a)))
((fresh (a d) (conso a d l) (someo rel d))))))
(define
lasto
(fn
(l x)
(conde
((conso x (list) l))
((fresh (a d) (conso a d l) (lasto d x))))))
(define
init-o
(fn
(l init)
(conde
((fresh (x) (conso x (list) l) (== init (list))))
((fresh (a d d-init) (conso a d l) (conso a d-init init) (init-o d d-init))))))
(define
tako
(fn
(n l prefix)
(conde
((== n :z) (== prefix (list)))
((fresh (n-1 a d p-rest) (== n (list :s n-1)) (conso a d l) (conso a p-rest prefix) (tako n-1 d p-rest))))))
(define
dropo
(fn
(n l suffix)
(conde
((== n :z) (== suffix l))
((fresh (n-1 a d) (== n (list :s n-1)) (conso a d l) (dropo n-1 d suffix))))))
(define
repeato
(fn
(x n result)
(conde
((== n :z) (== result (list)))
((fresh (n-1 r-rest) (== n (list :s n-1)) (conso x r-rest result) (repeato x n-1 r-rest))))))
(define
concato
(fn
(lists result)
(conde
((nullo lists) (nullo result))
((fresh (h t r-rest) (conso h t lists) (appendo h r-rest result) (concato t r-rest))))))

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;; lib/minikanren/run.sx — Phase 3: drive a goal + reify the query var.
;;
;; reify-name N — make the canonical "_.N" reified symbol.
;; reify-s term rs — walk term in rs, add a mapping from each fresh
;; unbound var to its _.N name (left-to-right order).
;; reify q s — walk* q in s, build reify-s, walk* again to
;; substitute reified names in.
;; run-n n q-name g... — defmacro: bind q-name to a fresh var, conj goals,
;; take ≤ n answers from the stream, reify each
;; through q-name. n = -1 takes all (used by run*).
;; run* — defmacro: (run* q g...) ≡ (run-n -1 q g...)
;; run — defmacro: (run n q g...) ≡ (run-n n q g...)
;; The two-segment form is the standard TRS API.
(define reify-name (fn (n) (make-symbol (str "_." n))))
(define
reify-s
(fn
(term rs)
(let
((w (mk-walk term rs)))
(cond
((is-var? w) (extend (var-name w) (reify-name (len rs)) rs))
((mk-list-pair? w) (reduce (fn (acc a) (reify-s a acc)) rs w))
(:else rs)))))
(define
reify
(fn
(term s)
(let
((w (mk-walk* term s)))
(let ((rs (reify-s w (empty-subst)))) (mk-walk* w rs)))))
(defmacro
run-n
(n q-name &rest goals)
(quasiquote
(let
(((unquote q-name) (make-var)))
(map
(fn (s) (reify (unquote q-name) s))
(stream-take
(unquote n)
((mk-conj (splice-unquote goals)) empty-s))))))
(defmacro
run*
(q-name &rest goals)
(quasiquote (run-n -1 (unquote q-name) (splice-unquote goals))))
(defmacro
run
(n q-name &rest goals)
(quasiquote (run-n (unquote n) (unquote q-name) (splice-unquote goals))))

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;; lib/minikanren/stream.sx — Phase 2 piece A: lazy streams of substitutions.
;;
;; SX has no improper pairs (cons requires a list cdr), so we use a
;; tagged stream-cell shape for mature stream elements:
;;
;; stream ::= mzero empty (the SX empty list)
;; | (:s HEAD TAIL) mature cell, TAIL is a stream
;; | thunk (fn () ...) → stream when forced
;;
;; HEAD is a substitution dict. TAIL is again a stream (possibly a thunk),
;; which is what gives us laziness — mk-mplus can return a mature head with
;; a thunk in the tail, deferring the rest of the search.
(define mzero (list))
(define s-cons (fn (h t) (list :s h t)))
(define
s-cons?
(fn (s) (and (list? s) (not (empty? s)) (= (first s) :s))))
(define s-car (fn (s) (nth s 1)))
(define s-cdr (fn (s) (nth s 2)))
(define unit (fn (s) (s-cons s mzero)))
(define stream-pause? (fn (s) (and (not (list? s)) (callable? s))))
;; mk-mplus — interleave two streams. If s1 is paused we suspend and
;; swap (Reasoned Schemer "interleave"); otherwise mature-cons head with
;; mk-mplus of the rest.
(define
mk-mplus
(fn
(s1 s2)
(cond
((empty? s1) s2)
((stream-pause? s1) (fn () (mk-mplus s2 (s1))))
(:else (s-cons (s-car s1) (mk-mplus (s-cdr s1) s2))))))
;; mk-bind — apply goal g to every substitution in stream s, mk-mplus-ing.
(define
mk-bind
(fn
(s g)
(cond
((empty? s) mzero)
((stream-pause? s) (fn () (mk-bind (s) g)))
(:else (mk-mplus (g (s-car s)) (mk-bind (s-cdr s) g))))))
;; stream-take — force up to n results out of a (possibly lazy) stream
;; into a flat SX list of substitutions. n = -1 means take all.
(define
stream-take
(fn
(n s)
(cond
((= n 0) (list))
((empty? s) (list))
((stream-pause? s) (stream-take n (s)))
(:else
(cons
(s-car s)
(stream-take
(if (= n -1) -1 (- n 1))
(s-cdr s)))))))

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;; lib/minikanren/tabling-slg.sx — Phase 7 piece A: SLG-style tabling.
;;
;; Naive memoization (table-1/2/3 in tabling.sx) drains the body's
;; answer stream eagerly, then caches. Recursive tabled calls with the
;; SAME ground key see an empty cache (the in-progress entry doesn't
;; exist), so they recurse and the host overflows on cyclic relations.
;;
;; This module ships the in-progress-sentinel piece of SLG resolution:
;; before evaluating the body, mark the cache entry as :in-progress;
;; any recursive call to the same key sees the sentinel and returns
;; mzero (no answers yet). Outer recursion thus terminates on cycles.
;; Limitation: a single pass — answers found by cycle-dependent
;; recursive calls are NOT discovered. Full SLG with fixed-point
;; iteration (re-running until no new answers) is left for follow-up.
(define
table-2-slg-iter
(fn
(rel-fn input output s key prev-vals)
(begin
(mk-tab-store! key prev-vals)
(let
((all-substs (stream-take -1 ((rel-fn input output) s))))
(let
((vals (map (fn (s2) (mk-walk* output s2)) all-substs)))
(cond
((= (len vals) (len prev-vals))
(begin
(mk-tab-store! key vals)
(mk-tab-replay-vals vals output s)))
(:else (table-2-slg-iter rel-fn input output s key vals))))))))
(define
table-2-slg
(fn
(name rel-fn)
(fn
(input output)
(fn
(s)
(let
((winput (mk-walk* input s)))
(cond
((mk-tab-ground-term? winput)
(let
((key (str name "/slg/" winput)))
(let
((cached (mk-tab-lookup key)))
(cond
((not (= cached :miss))
(mk-tab-replay-vals cached output s))
(:else
(table-2-slg-iter rel-fn input output s key (list)))))))
(:else ((rel-fn input output) s))))))))
(define
table-3-slg-iter
(fn
(rel-fn i1 i2 output s key prev-vals)
(begin
(mk-tab-store! key prev-vals)
(let
((all-substs (stream-take -1 ((rel-fn i1 i2 output) s))))
(let
((vals (map (fn (s2) (mk-walk* output s2)) all-substs)))
(cond
((= (len vals) (len prev-vals))
(begin
(mk-tab-store! key vals)
(mk-tab-replay-vals vals output s)))
(:else (table-3-slg-iter rel-fn i1 i2 output s key vals))))))))
(define
table-3-slg
(fn
(name rel-fn)
(fn
(i1 i2 output)
(fn
(s)
(let
((wi1 (mk-walk* i1 s)) (wi2 (mk-walk* i2 s)))
(cond
((and (mk-tab-ground-term? wi1) (mk-tab-ground-term? wi2))
(let
((key (str name "/slg3/" wi1 "/" wi2)))
(let
((cached (mk-tab-lookup key)))
(cond
((not (= cached :miss))
(mk-tab-replay-vals cached output s))
(:else
(table-3-slg-iter rel-fn i1 i2 output s key (list)))))))
(:else ((rel-fn i1 i2 output) s))))))))

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;; lib/minikanren/tabling.sx — Phase 7 piece A: naive memoization.
;;
;; A `table-2` wrapper for 2-arg relations (input, output). Caches by
;; ground input (walked at call time). On hit, replays the cached output
;; values; on miss, runs the relation, collects all output values from
;; the answer stream, stores, then replays.
;;
;; Limitations of naive memoization (vs proper SLG / producer-consumer
;; tabling):
;; - Each call must terminate before its result enters the cache —
;; so cyclic recursive calls with the SAME ground input would still
;; diverge (not addressed here).
;; - Caching by full ground walk only; partially-ground args fall
;; through to the underlying relation.
;;
;; Despite the limitations, naive memoization is enough for the
;; canonical demo: Fibonacci goes from exponential to linear because
;; each fib(k) result is computed at most once.
;;
;; Cache lifetime: a single global mk-tab-cache. Use `(mk-tab-clear!)`
;; between independent queries.
(define mk-tab-cache {})
(define mk-tab-clear! (fn () (set! mk-tab-cache {})))
(define
mk-tab-lookup
(fn
(key)
(cond
((has-key? mk-tab-cache key) (get mk-tab-cache key))
(:else :miss))))
(define
mk-tab-store!
(fn (key vals) (set! mk-tab-cache (assoc mk-tab-cache key vals))))
(define
mk-tab-ground-term?
(fn
(t)
(cond
((is-var? t) false)
((mk-cons-cell? t)
(and
(mk-tab-ground-term? (mk-cons-head t))
(mk-tab-ground-term? (mk-cons-tail t))))
((mk-list-pair? t) (every? mk-tab-ground-term? t))
(:else true))))
(define
mk-tab-replay-vals
(fn
(vals output s)
(cond
((empty? vals) mzero)
(:else
(let
((sp (mk-unify output (first vals) s)))
(let
((this-stream (cond ((= sp nil) mzero) (:else (unit sp)))))
(mk-mplus this-stream (mk-tab-replay-vals (rest vals) output s))))))))
(define
table-2
(fn
(name rel-fn)
(fn
(input output)
(fn
(s)
(let
((winput (mk-walk* input s)))
(cond
((mk-tab-ground-term? winput)
(let
((key (str name "@" winput)))
(let
((cached (mk-tab-lookup key)))
(cond
((= cached :miss)
(let
((all-substs (stream-take -1 ((rel-fn input output) s))))
(let
((vals (map (fn (s2) (mk-walk* output s2)) all-substs)))
(begin
(mk-tab-store! key vals)
(mk-tab-replay-vals vals output s)))))
(:else (mk-tab-replay-vals cached output s))))))
(:else ((rel-fn input output) s))))))))
;; --- table-1: 1-arg relation (one input, no output to cache) ---
;; The relation is a predicate `(p input)` that succeeds or fails.
;; Cache stores either :ok or :no.
(define
table-1
(fn
(name rel-fn)
(fn
(input)
(fn
(s)
(let
((winput (mk-walk* input s)))
(cond
((mk-tab-ground-term? winput)
(let
((key (str name "@1@" winput)))
(let
((cached (mk-tab-lookup key)))
(cond
((= cached :miss)
(let
((stream ((rel-fn input) s)))
(let
((peek (stream-take 1 stream)))
(cond
((empty? peek)
(begin (mk-tab-store! key :no) mzero))
(:else (begin (mk-tab-store! key :ok) stream))))))
((= cached :ok) (unit s))
((= cached :no) mzero)
(:else mzero)))))
(:else ((rel-fn input) s))))))))
;; --- table-3: 3-arg relation (input1 input2 output) ---
;; Cache keyed by (input1, input2). Output values cached as a list.
(define
table-3
(fn
(name rel-fn)
(fn
(i1 i2 output)
(fn
(s)
(let
((wi1 (mk-walk* i1 s)) (wi2 (mk-walk* i2 s)))
(cond
((and (mk-tab-ground-term? wi1) (mk-tab-ground-term? wi2))
(let
((key (str name "@3@" wi1 "/" wi2)))
(let
((cached (mk-tab-lookup key)))
(cond
((= cached :miss)
(let
((all-substs (stream-take -1 ((rel-fn i1 i2 output) s))))
(let
((vals (map (fn (s2) (mk-walk* output s2)) all-substs)))
(begin
(mk-tab-store! key vals)
(mk-tab-replay-vals vals output s)))))
(:else (mk-tab-replay-vals cached output s))))))
(:else ((rel-fn i1 i2 output) s))))))))

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;; lib/minikanren/tests/appendo3.sx — 3-list append.
(mk-test
"appendo3-forward"
(run*
q
(appendo3
(list 1 2)
(list 3 4)
(list 5 6)
q))
(list
(list 1 2 3 4 5 6)))
(mk-test
"appendo3-empty-everything"
(run* q (appendo3 (list) (list) (list) q))
(list (list)))
(mk-test
"appendo3-recover-middle"
(run*
q
(appendo3
(list 1 2)
q
(list 5 6)
(list 1 2 3 4 5 6)))
(list (list 3 4)))
(mk-test
"appendo3-empty-middle"
(run*
q
(appendo3
(list 1 2)
(list)
(list 3 4)
q))
(list (list 1 2 3 4)))
(mk-test
"appendo3-empty-first-and-last"
(run*
q
(appendo3 (list) (list 1 2 3) (list) q))
(list (list 1 2 3)))
(mk-tests-run!)

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;; lib/minikanren/tests/arith-prog.sx — arithmetic progression generation.
(mk-test
"arith-progo-zero-len"
(run* q (arith-progo 5 1 0 q))
(list (list)))
(mk-test
"arith-progo-1-to-5"
(run* q (arith-progo 1 1 5 q))
(list (list 1 2 3 4 5)))
(mk-test
"arith-progo-evens-from-0"
(run* q (arith-progo 0 2 5 q))
(list (list 0 2 4 6 8)))
(mk-test
"arith-progo-descending"
(run* q (arith-progo 10 -1 4 q))
(list (list 10 9 8 7)))
(mk-test
"arith-progo-zero-step"
(run* q (arith-progo 7 0 3 q))
(list (list 7 7 7)))
(mk-test
"arith-progo-negative-start"
(run* q (arith-progo -3 2 4 q))
(list (list -3 -1 1 3)))
(mk-tests-run!)

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;; lib/minikanren/tests/btree-walko.sx — walk a leaves-of-binary-tree relation
;; using matche dispatch on (:leaf v) and (:node left right) patterns.
(define
btree-walko
(fn
(tree v)
(matche
tree
((:leaf x) (== v x))
((:node l r) (conde ((btree-walko l v)) ((btree-walko r v)))))))
;; A small test tree: ((1 2) (3 (4 5))).
(define
test-btree
(list
:node (list :node (list :leaf 1) (list :leaf 2))
(list
:node (list :leaf 3)
(list :node (list :leaf 4) (list :leaf 5)))))
(mk-test
"btree-walko-enumerates-all-leaves"
(let
((leaves (run* q (btree-walko test-btree q))))
(and
(= (len leaves) 5)
(and
(some (fn (l) (= l 1)) leaves)
(and
(some (fn (l) (= l 2)) leaves)
(and
(some (fn (l) (= l 3)) leaves)
(and
(some (fn (l) (= l 4)) leaves)
(some (fn (l) (= l 5)) leaves)))))))
true)
(mk-test
"btree-walko-find-3-membership"
(run 1 q (btree-walko test-btree 3))
(list (make-symbol "_.0")))
(mk-test
"btree-walko-find-99-not-present"
(run* q (btree-walko test-btree 99))
(list))
(mk-test
"btree-walko-leaf-only"
(run* q (btree-walko (list :leaf 42) q))
(list 42))
(mk-tests-run!)

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;; lib/minikanren/tests/classics.sx — small classic-style puzzles that
;; exercise the full system end to end (relations + conde + matche +
;; fresh + run*). Each test is a self-contained miniKanren program.
;; -----------------------------------------------------------------------
;; Pet puzzle (3 friends, 3 pets, 1-each).
;; -----------------------------------------------------------------------
(mk-test
"classics-pet-puzzle"
(run*
q
(fresh
(a b c)
(== q (list a b c))
(permuteo (list :dog :cat :fish) (list a b c))
(== b :fish)
(conde ((== a :cat)) ((== a :fish)))))
(list (list :cat :fish :dog)))
;; -----------------------------------------------------------------------
;; Family-relations puzzle (uses membero on a fact list).
;; -----------------------------------------------------------------------
(define
parent-facts
(list
(list "alice" "bob")
(list "alice" "carol")
(list "bob" "dave")
(list "carol" "eve")
(list "dave" "frank")))
(define parento (fn (x y) (membero (list x y) parent-facts)))
(define grandparento (fn (x z) (fresh (y) (parento x y) (parento y z))))
(mk-test
"classics-grandparents-of-frank"
(run* q (grandparento q "frank"))
(list "bob"))
(mk-test
"classics-grandchildren-of-alice"
(run* q (grandparento "alice" q))
(list "dave" "eve"))
;; -----------------------------------------------------------------------
;; Symbolic differentiation, matche-driven.
;; Variable :x: d/dx x = 1
;; Sum (:+ a b): d/dx (a+b) = (da + db)
;; Product (:* a b): d/dx (a*b) = (da*b + a*db)
;; -----------------------------------------------------------------------
(define
diffo
(fn
(expr var d)
(matche
expr
(:x (== d 1))
((:+ a b)
(fresh
(da db)
(== d (list :+ da db))
(diffo a var da)
(diffo b var db)))
((:* a b)
(fresh
(da db)
(== d (list :+ (list :* da b) (list :* a db)))
(diffo a var da)
(diffo b var db))))))
(mk-test "classics-diff-of-x" (run* q (diffo :x :x q)) (list 1))
(mk-test
"classics-diff-of-x-plus-x"
(run* q (diffo (list :+ :x :x) :x q))
(list (list :+ 1 1)))
(mk-test
"classics-diff-of-x-times-x"
(run* q (diffo (list :* :x :x) :x q))
(list (list :+ (list :* 1 :x) (list :* :x 1))))
(mk-tests-run!)

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;; lib/minikanren/tests/clpfd-bounds.sx — Phase 6 piece B: bounds-consistency
;; for fd-plus and fd-times in the partial- and all-domain cases.
;;
;; We probe domains directly (peek at the FD store) before any labelling
;; happens. This isolates the propagator's narrowing behaviour from the
;; search engine.
(define
probe-dom
(fn
(goal var-key)
(let
((s (first (stream-take 1 (goal empty-s)))))
(cond ((= s nil) :no-subst) (:else (fd-domain-of s var-key))))))
;; --- fd-plus partial-domain narrowing ---
(mk-test
"fd-plus-vvn-narrows-x"
(let
((x (mk-var "x")) (y (mk-var "y")))
(probe-dom
(mk-conj
(fd-in
x
(list
1
2
3
4
5
6
7
8
9
10))
(fd-in y (list 1 2 3))
(fd-plus x y 10))
"x"))
(list 7 8 9))
(mk-test
"fd-plus-vvn-narrows-y"
(let
((x (mk-var "x")) (y (mk-var "y")))
(probe-dom
(mk-conj
(fd-in
x
(list
1
2
3
4
5
6
7
8
9
10))
(fd-in y (list 1 2 3))
(fd-plus x y 10))
"y"))
(list 1 2 3))
(mk-test
"fd-plus-nvv-narrows"
(let
((y (mk-var "y")) (z (mk-var "z")))
(probe-dom
(mk-conj
(fd-in y (list 1 2 3))
(fd-in
z
(list
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20))
(fd-plus 5 y z))
"z"))
(list 6 7 8))
(mk-test
"fd-plus-vvv-narrows-z"
(let
((x (mk-var "x")) (y (mk-var "y")) (z (mk-var "z")))
(probe-dom
(mk-conj
(fd-in x (list 1 2 3))
(fd-in y (list 1 2 3))
(fd-in
z
(list
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20))
(fd-plus x y z))
"z"))
(list 2 3 4 5 6))
(mk-test
"fd-plus-vvv-narrows-x"
(let
((x (mk-var "x")) (y (mk-var "y")) (z (mk-var "z")))
(probe-dom
(mk-conj
(fd-in
x
(list
1
2
3
4
5
6
7
8
9
10))
(fd-in y (list 1 2 3))
(fd-in z (list 5 6 7))
(fd-plus x y z))
"x"))
(list 2 3 4 5 6))
;; --- fd-times partial-domain narrowing (positive domains) ---
(mk-test
"fd-times-vvn-narrows"
(let
((x (mk-var "x")) (y (mk-var "y")))
(probe-dom
(mk-conj
(fd-in
x
(list
1
2
3
4
5
6))
(fd-in
y
(list
1
2
3
4
5
6))
(fd-times x y 12))
"x"))
(list 2 3 4 5 6))
(mk-test
"fd-times-nvv-narrows"
(let
((y (mk-var "y")) (z (mk-var "z")))
(probe-dom
(mk-conj
(fd-in y (list 1 2 3 4))
(fd-in
z
(list
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20))
(fd-times 3 y z))
"z"))
(list
3
4
5
6
7
8
9
10
11
12))
(mk-test
"fd-times-vvv-narrows"
(let
((x (mk-var "x")) (y (mk-var "y")) (z (mk-var "z")))
(probe-dom
(mk-conj
(fd-in x (list 1 2 3))
(fd-in y (list 1 2 3))
(fd-in
z
(list
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20))
(fd-times x y z))
"z"))
(list
1
2
3
4
5
6
7
8
9))
;; --- bounds force impossible branches to fail early ---
(mk-test
"fd-plus-impossible-via-bounds"
(let
((x (mk-var "x")) (y (mk-var "y")))
(probe-dom
(mk-conj
(fd-in
x
(list
1
2
3
4
5
6
7
8
9
10))
(fd-in
y
(list
1
2
3
4
5
6
7
8
9
10))
(fd-plus x y 100))
"x"))
:no-subst)
(mk-tests-run!)

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;; lib/minikanren/tests/clpfd-distinct.sx — fd-distinct (alldifferent).
(mk-test
"fd-distinct-empty"
(run* q (fd-distinct (list)))
(list (make-symbol "_.0")))
(mk-test
"fd-distinct-singleton"
(run* q (fd-distinct (list 5)))
(list (make-symbol "_.0")))
(mk-test
"fd-distinct-pair-distinct"
(run* q (fd-distinct (list 1 2)))
(list (make-symbol "_.0")))
(mk-test
"fd-distinct-pair-equal-fails"
(run* q (fd-distinct (list 5 5)))
(list))
(mk-test
"fd-distinct-3-perms-of-3"
(let
((res (run* q (fresh (a b c) (fd-in a (list 1 2 3)) (fd-in b (list 1 2 3)) (fd-in c (list 1 2 3)) (fd-distinct (list a b c)) (fd-label (list a b c)) (== q (list a b c))))))
(= (len res) 6))
true)
(mk-test
"fd-distinct-4-perms-of-4-count"
(let
((res (run* q (fresh (a b c d) (fd-in a (list 1 2 3 4)) (fd-in b (list 1 2 3 4)) (fd-in c (list 1 2 3 4)) (fd-in d (list 1 2 3 4)) (fd-distinct (list a b c d)) (fd-label (list a b c d)) (== q (list a b c d))))))
(= (len res) 24))
true)
(mk-test
"fd-distinct-pigeonhole-fails"
(run*
q
(fresh
(a b c d)
(fd-in a (list 1 2 3))
(fd-in b (list 1 2 3))
(fd-in c (list 1 2 3))
(fd-in d (list 1 2 3))
(fd-distinct (list a b c d))
(fd-label (list a b c d))
(== q (list a b c d))))
(list))
(mk-tests-run!)

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;; lib/minikanren/tests/clpfd-domains.sx — Phase 6 piece B: domain primitives.
;; --- domain construction ---
(mk-test
"fd-dom-from-list-sorts"
(fd-dom-from-list
(list 3 1 2 1 5))
(list 1 2 3 5))
(mk-test "fd-dom-from-list-empty" (fd-dom-from-list (list)) (list))
(mk-test
"fd-dom-from-list-single"
(fd-dom-from-list (list 7))
(list 7))
(mk-test
"fd-dom-range-1-5"
(fd-dom-range 1 5)
(list 1 2 3 4 5))
(mk-test "fd-dom-range-empty" (fd-dom-range 5 1) (list))
;; --- predicates ---
(mk-test "fd-dom-empty-yes" (fd-dom-empty? (list)) true)
(mk-test "fd-dom-empty-no" (fd-dom-empty? (list 1)) false)
(mk-test "fd-dom-singleton-yes" (fd-dom-singleton? (list 5)) true)
(mk-test
"fd-dom-singleton-multi"
(fd-dom-singleton? (list 1 2))
false)
(mk-test "fd-dom-singleton-empty" (fd-dom-singleton? (list)) false)
(mk-test
"fd-dom-min"
(fd-dom-min (list 3 7 9))
3)
(mk-test
"fd-dom-max"
(fd-dom-max (list 3 7 9))
9)
(mk-test
"fd-dom-member-yes"
(fd-dom-member?
3
(list 1 2 3 4))
true)
(mk-test
"fd-dom-member-no"
(fd-dom-member?
9
(list 1 2 3 4))
false)
;; --- intersect / without ---
(mk-test
"fd-dom-intersect"
(fd-dom-intersect
(list 1 2 3 4 5)
(list 2 4 6))
(list 2 4))
(mk-test
"fd-dom-intersect-disjoint"
(fd-dom-intersect
(list 1 2 3)
(list 4 5 6))
(list))
(mk-test
"fd-dom-intersect-empty"
(fd-dom-intersect (list) (list 1 2 3))
(list))
(mk-test
"fd-dom-intersect-equal"
(fd-dom-intersect
(list 1 2 3)
(list 1 2 3))
(list 1 2 3))
(mk-test
"fd-dom-without-mid"
(fd-dom-without
3
(list 1 2 3 4 5))
(list 1 2 4 5))
(mk-test
"fd-dom-without-missing"
(fd-dom-without 9 (list 1 2 3))
(list 1 2 3))
(mk-test
"fd-dom-without-min"
(fd-dom-without 1 (list 1 2 3))
(list 2 3))
;; --- store accessors ---
(mk-test "fd-domain-of-unset" (fd-domain-of {} "x") nil)
(mk-test
"fd-domain-of-set"
(let
((s (fd-set-domain {} "x" (list 1 2 3))))
(fd-domain-of s "x"))
(list 1 2 3))
(mk-test
"fd-set-domain-empty-fails"
(fd-set-domain {} "x" (list))
nil)
(mk-test
"fd-set-domain-overrides"
(let
((s (fd-set-domain {} "x" (list 1 2 3))))
(fd-domain-of (fd-set-domain s "x" (list 5)) "x"))
(list 5))
(mk-test
"fd-set-domain-multiple-vars"
(let
((s (fd-set-domain (fd-set-domain {} "x" (list 1)) "y" (list 2 3))))
(list (fd-domain-of s "x") (fd-domain-of s "y")))
(list (list 1) (list 2 3)))
(mk-tests-run!)

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@@ -0,0 +1,120 @@
;; lib/minikanren/tests/clpfd-in-label.sx — fd-in (domain narrowing) + fd-label.
;; --- fd-in: domain narrowing ---
(mk-test
"fd-in-bare-label"
(run*
q
(fresh
(x)
(fd-in x (list 1 2 3 4 5))
(fd-label (list x))
(== q x)))
(list 1 2 3 4 5))
(mk-test
"fd-in-intersection"
(run*
q
(fresh
(x)
(fd-in x (list 1 2 3 4 5))
(fd-in x (list 3 4 5 6 7))
(fd-label (list x))
(== q x)))
(list 3 4 5))
(mk-test
"fd-in-disjoint-empty"
(run*
q
(fresh
(x)
(fd-in x (list 1 2 3))
(fd-in x (list 7 8 9))
(fd-label (list x))
(== q x)))
(list))
(mk-test
"fd-in-singleton-domain"
(run*
q
(fresh (x) (fd-in x (list 5)) (fd-label (list x)) (== q x)))
(list 5))
;; --- ground value checks the domain ---
(mk-test
"fd-in-ground-in-domain"
(run*
q
(fresh
(x)
(== x 3)
(fd-in x (list 1 2 3 4 5))
(== q x)))
(list 3))
(mk-test
"fd-in-ground-not-in-domain"
(run*
q
(fresh
(x)
(== x 9)
(fd-in x (list 1 2 3 4 5))
(== q x)))
(list))
;; --- fd-label across multiple vars ---
(mk-test
"fd-label-multiple-vars"
(let
((res (run* q (fresh (a b) (fd-in a (list 1 2 3)) (fd-in b (list 10 20)) (fd-label (list a b)) (== q (list a b))))))
(= (len res) 6))
true)
(mk-test
"fd-label-empty-vars"
(run* q (fd-label (list)))
(list (make-symbol "_.0")))
;; --- composition with regular goals ---
(mk-test
"fd-in-with-membero-style-filtering"
(run*
q
(fresh
(x)
(fd-in
x
(list
1
2
3
4
5
6
7
8
9
10))
(fd-label (list x))
(== q x)))
(list
1
2
3
4
5
6
7
8
9
10))
(mk-tests-run!)

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@@ -0,0 +1,82 @@
;; lib/minikanren/tests/clpfd-neq.sx — fd-neq with constraint propagation.
;; --- ground / domain interaction ---
(mk-test
"fd-neq-ground-distinct"
(run*
q
(fresh
(x)
(fd-neq x 5)
(fd-in x (list 4 5 6))
(fd-label (list x))
(== q x)))
(list 4 6))
(mk-test
"fd-neq-ground-equal-fails"
(run* q (fresh (x) (== x 5) (fd-neq x 5) (== q x)))
(list))
(mk-test
"fd-neq-symmetric"
(run*
q
(fresh
(x)
(fd-neq 7 x)
(fd-in x (list 5 6 7 8 9))
(fd-label (list x))
(== q x)))
(list 5 6 8 9))
;; --- two vars with overlapping domains ---
(mk-test
"fd-neq-pair-from-3"
(let
((res (run* q (fresh (x y) (fd-in x (list 1 2 3)) (fd-in y (list 1 2 3)) (fd-neq x y) (fd-label (list x y)) (== q (list x y))))))
(= (len res) 6))
true)
(mk-test
"fd-all-distinct-3-of-3"
(let
((res (run* q (fresh (a b c) (fd-in a (list 1 2 3)) (fd-in b (list 1 2 3)) (fd-in c (list 1 2 3)) (fd-neq a b) (fd-neq a c) (fd-neq b c) (fd-label (list a b c)) (== q (list a b c))))))
(= (len res) 6))
true)
(mk-test
"fd-pigeonhole-fails"
(run*
q
(fresh
(a b c)
(fd-in a (list 1 2))
(fd-in b (list 1 2))
(fd-in c (list 1 2))
(fd-neq a b)
(fd-neq a c)
(fd-neq b c)
(fd-label (list a b c))
(== q (list a b c))))
(list))
;; --- propagation when one side becomes ground ---
(mk-test
"fd-neq-propagates-after-ground"
(run*
q
(fresh
(x y)
(fd-in x (list 1 2 3))
(fd-in y (list 1 2 3))
(fd-neq x y)
(== x 2)
(fd-label (list y))
(== q y)))
(list 1 3))
(mk-tests-run!)

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;; lib/minikanren/tests/clpfd-ord.sx — fd-lt / fd-lte / fd-eq.
;; --- fd-lt ---
(mk-test
"fd-lt-narrows-x-against-num"
(run*
q
(fresh
(x)
(fd-in x (list 1 2 3 4 5))
(fd-lt x 3)
(fd-label (list x))
(== q x)))
(list 1 2))
(mk-test
"fd-lt-narrows-x-against-num-symmetric"
(run*
q
(fresh
(x)
(fd-in x (list 1 2 3 4 5))
(fd-lt 3 x)
(fd-label (list x))
(== q x)))
(list 4 5))
(mk-test
"fd-lt-pair-ordered"
(let
((res (run* q (fresh (x y) (fd-in x (list 1 2 3 4)) (fd-in y (list 1 2 3 4)) (fd-lt x y) (fd-label (list x y)) (== q (list x y))))))
(= (len res) 6))
true)
(mk-test
"fd-lt-impossible-fails"
(run*
q
(fresh
(x)
(fd-in x (list 5 6 7))
(fd-lt x 3)
(fd-label (list x))
(== q x)))
(list))
;; --- fd-lte ---
(mk-test
"fd-lte-includes-equal"
(run*
q
(fresh
(x)
(fd-in x (list 1 2 3 4 5))
(fd-lte x 3)
(fd-label (list x))
(== q x)))
(list 1 2 3))
(mk-test
"fd-lte-equal-bound"
(run*
q
(fresh
(x)
(fd-in x (list 1 2 3 4 5))
(fd-lte 3 x)
(fd-label (list x))
(== q x)))
(list 3 4 5))
;; --- fd-eq ---
(mk-test
"fd-eq-bind"
(run*
q
(fresh
(x)
(fd-in x (list 1 2 3 4 5))
(fd-eq x 3)
(== q x)))
(list 3))
(mk-test
"fd-eq-out-of-domain-fails"
(run*
q
(fresh
(x)
(fd-in x (list 1 2 3))
(fd-eq x 5)
(== q x)))
(list))
(mk-test
"fd-eq-two-vars-share-domain"
(run*
q
(fresh
(x y)
(fd-in x (list 1 2 3))
(fd-in y (list 2 3 4))
(fd-eq x y)
(fd-label (list x y))
(== q (list x y))))
(list (list 2 2) (list 3 3)))
;; --- combine fd-lt + fd-neq for "between" puzzle ---
(mk-test
"fd-lt-neq-combined"
(run*
q
(fresh
(x y z)
(fd-in x (list 1 2 3))
(fd-in y (list 1 2 3))
(fd-in z (list 1 2 3))
(fd-lt x y)
(fd-lt y z)
(fd-label (list x y z))
(== q (list x y z))))
(list (list 1 2 3)))
(mk-tests-run!)

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;; lib/minikanren/tests/clpfd-plus.sx — fd-plus (x + y = z).
(mk-test
"fd-plus-all-ground"
(run* q (fresh (z) (fd-plus 2 3 z) (== q z)))
(list 5))
(mk-test
"fd-plus-recover-x"
(run* q (fresh (x) (fd-plus x 3 5) (== q x)))
(list 2))
(mk-test
"fd-plus-recover-y"
(run* q (fresh (y) (fd-plus 2 y 5) (== q y)))
(list 3))
(mk-test
"fd-plus-impossible-fails"
(run*
q
(fresh
(z)
(fd-plus 2 3 z)
(== z 99)
(== q z)))
(list))
(mk-test
"fd-plus-domain-check"
(run*
q
(fresh
(x)
(fd-in x (list 3 4 5))
(fd-plus x 3 5)
(== q x)))
(list))
(mk-test
"fd-plus-pairs-summing-to-5"
(run*
q
(fresh
(x y)
(fd-in x (list 1 2 3 4))
(fd-in y (list 1 2 3 4))
(fd-plus x y 5)
(fd-label (list x y))
(== q (list x y))))
(list
(list 1 4)
(list 2 3)
(list 3 2)
(list 4 1)))
(mk-test
"fd-plus-z-derived"
(run* q (fresh (z) (fd-plus 7 8 z) (== q z)))
(list 15))
(mk-tests-run!)

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@@ -0,0 +1,85 @@
;; lib/minikanren/tests/clpfd-times.sx — fd-times (x * y = z).
(mk-test
"fd-times-3-4"
(run* q (fresh (z) (fd-times 3 4 z) (== q z)))
(list 12))
(mk-test
"fd-times-recover-divisor"
(run* q (fresh (x) (fd-times x 5 30) (== q x)))
(list 6))
(mk-test
"fd-times-non-divisible-fails"
(run* q (fresh (x) (fd-times x 5 31) (== q x)))
(list))
(mk-test
"fd-times-by-zero"
(run* q (fresh (z) (fd-times 0 99 z) (== q z)))
(list 0))
(mk-test
"fd-times-zero-by-anything-zero"
(run*
q
(fresh
(x)
(fd-in x (list 1 2 3))
(fd-times x 0 0)
(fd-label (list x))
(== q x)))
(list 1 2 3))
(mk-test
"fd-times-12-divisor-pairs"
(run*
q
(fresh
(x y)
(fd-in
x
(list
1
2
3
4
5
6))
(fd-in
y
(list
1
2
3
4
5
6))
(fd-times x y 12)
(fd-label (list x y))
(== q (list x y))))
(list
(list 2 6)
(list 3 4)
(list 4 3)
(list 6 2)))
(mk-test
"fd-times-square-of-each"
(run*
q
(fresh
(x z)
(fd-in x (list 1 2 3 4 5))
(fd-times x x z)
(fd-label (list x))
(== q (list x z))))
(list
(list 1 1)
(list 2 4)
(list 3 9)
(list 4 16)
(list 5 25)))
(mk-tests-run!)

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;; lib/minikanren/tests/conda.sx — Phase 5 piece A tests for `conda`.
;; --- conda commits to first non-failing head, keeps ALL its answers ---
(mk-test
"conda-first-clause-keeps-all"
(run*
q
(conda
((mk-disj (== q 1) (== q 2)))
((== q 100))))
(list 1 2))
(mk-test
"conda-skips-failing-head"
(run*
q
(conda
((== 1 2))
((mk-disj (== q 10) (== q 20)))))
(list 10 20))
(mk-test
"conda-all-fail"
(run*
q
(conda ((== 1 2)) ((== 3 4))))
(list))
(mk-test "conda-no-clauses" (run* q (conda)) (list))
;; --- conda DIFFERS from condu: conda keeps all head answers ---
(mk-test
"conda-vs-condu-divergence"
(list
(run*
q
(conda
((mk-disj (== q 1) (== q 2)))
((== q 100))))
(run*
q
(condu
((mk-disj (== q 1) (== q 2)))
((== q 100)))))
(list (list 1 2) (list 1)))
;; --- conda head's rest-goals run on every head answer ---
(mk-test
"conda-rest-goals-run-on-all-answers"
(run*
q
(fresh
(x r)
(conda
((mk-disj (== x 1) (== x 2))
(== r (list :tag x))))
(== q r)))
(list (list :tag 1) (list :tag 2)))
;; --- if rest-goals fail on a head answer, that head answer is filtered;
;; the clause does not fall through to next clauses (per soft-cut). ---
(mk-test
"conda-rest-fails-no-fallthrough"
(run*
q
(conda
((mk-disj (== q 1) (== q 2)) (== q 99))
((== q 200))))
(list))
(mk-tests-run!)

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@@ -0,0 +1,89 @@
;; lib/minikanren/tests/conde.sx — Phase 2 piece C tests for `conde`.
;;
;; Note on ordering: conde clauses are wrapped in Zzz (inverse-eta delay),
;; so applying the conde goal to a substitution returns thunks. mk-mplus
;; suspends-and-swaps when its left operand is paused, giving fair
;; interleaving — this is exactly what makes recursive relations work,
;; but it does mean conde answers can interleave rather than appear in
;; strict left-to-right clause order.
;; --- single-clause conde ≡ conj of clause body ---
(mk-test
"conde-one-clause"
(let ((q (mk-var "q"))) (run* q (conde ((== q 7)))))
(list 7))
(mk-test
"conde-one-clause-multi-goals"
(let
((q (mk-var "q")))
(run* q (conde ((fresh (x) (== x 5) (== q (list x x)))))))
(list (list 5 5)))
;; --- multi-clause: produces one row per clause (interleaved) ---
(mk-test
"conde-three-clauses-as-set"
(let
((qs (run* q (conde ((== q 1)) ((== q 2)) ((== q 3))))))
(and
(= (len qs) 3)
(and
(some (fn (x) (= x 1)) qs)
(and
(some (fn (x) (= x 2)) qs)
(some (fn (x) (= x 3)) qs)))))
true)
(mk-test
"conde-mixed-success-failure-as-set"
(let
((qs (run* q (conde ((== q "a")) ((== 1 2)) ((== q "b"))))))
(and
(= (len qs) 2)
(and (some (fn (x) (= x "a")) qs) (some (fn (x) (= x "b")) qs))))
true)
;; --- conde with conjuncts inside clauses ---
(mk-test
"conde-clause-conj-as-set"
(let
((rows (run* q (fresh (x y) (conde ((== x 1) (== y 10)) ((== x 2) (== y 20))) (== q (list x y))))))
(and
(= (len rows) 2)
(and
(some (fn (r) (= r (list 1 10))) rows)
(some (fn (r) (= r (list 2 20))) rows))))
true)
;; --- nested conde ---
(mk-test
"conde-nested-yields-three"
(let
((qs (run* q (conde ((conde ((== q 1)) ((== q 2)))) ((== q 3))))))
(and
(= (len qs) 3)
(and
(some (fn (x) (= x 1)) qs)
(and
(some (fn (x) (= x 2)) qs)
(some (fn (x) (= x 3)) qs)))))
true)
;; --- conde all clauses fail → empty stream ---
(mk-test
"conde-all-fail"
(run*
q
(conde ((== 1 2)) ((== 3 4))))
(list))
;; --- empty conde: no clauses ⇒ fail ---
(mk-test "conde-no-clauses" (run* q (conde)) (list))
(mk-tests-run!)

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@@ -0,0 +1,86 @@
;; lib/minikanren/tests/condu.sx — Phase 2 piece D tests for `onceo` and `condu`.
;; --- onceo: at most one answer ---
(mk-test
"onceo-single-success-passes-through"
(let
((q (mk-var "q")))
(let
((res (stream-take 5 ((onceo (== q 7)) empty-s))))
(map (fn (s) (mk-walk q s)) res)))
(list 7))
(mk-test
"onceo-multi-success-trimmed-to-one"
(let
((q (mk-var "q")))
(let
((res (stream-take 5 ((onceo (mk-disj (== q 1) (== q 2) (== q 3))) empty-s))))
(map (fn (s) (mk-walk q s)) res)))
(list 1))
(mk-test
"onceo-failure-stays-failure"
((onceo (== 1 2)) empty-s)
(list))
(mk-test
"onceo-conde-trimmed"
(let
((q (mk-var "q")))
(let
((res (stream-take 5 ((onceo (conde ((== q "a")) ((== q "b")))) empty-s))))
(map (fn (s) (mk-walk q s)) res)))
(list "a"))
;; --- condu: first clause with successful head wins ---
(mk-test
"condu-first-clause-wins"
(let
((q (mk-var "q")))
(let
((res (stream-take 10 ((condu ((== q 1)) ((== q 2))) empty-s))))
(map (fn (s) (mk-walk q s)) res)))
(list 1))
(mk-test
"condu-skips-failing-head"
(let
((q (mk-var "q")))
(let
((res (stream-take 10 ((condu ((== 1 2)) ((== q 100)) ((== q 200))) empty-s))))
(map (fn (s) (mk-walk q s)) res)))
(list 100))
(mk-test
"condu-all-fail-empty"
((condu ((== 1 2)) ((== 3 4)))
empty-s)
(list))
(mk-test "condu-empty-clauses-fail" ((condu) empty-s) (list))
;; --- condu commits head's first answer; rest-goals can still backtrack
;; within that committed substitution but cannot revisit other heads. ---
(mk-test
"condu-head-onceo-rest-runs"
(let
((q (mk-var "q")) (r (mk-var "r")))
(let
((res (stream-take 10 ((condu ((mk-disj (== q 1) (== q 2)) (== r 99))) empty-s))))
(map (fn (s) (list (mk-walk q s) (mk-walk r s))) res)))
(list (list 1 99)))
(mk-test
"condu-rest-goals-can-fail-the-clause"
(let
((q (mk-var "q")))
(let
((res (stream-take 10 ((condu ((== q 1) (== 2 3)) ((== q 99))) empty-s))))
(map (fn (s) (mk-walk q s)) res)))
(list))
(mk-tests-run!)

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;; lib/minikanren/tests/counto.sx — count occurrences of x in l (intarith).
(mk-test
"counto-empty"
(run* q (counto 1 (list) q))
(list 0))
(mk-test
"counto-not-found"
(run* q (counto 99 (list 1 2 3) q))
(list 0))
(mk-test
"counto-once"
(run* q (counto 2 (list 1 2 3) q))
(list 1))
(mk-test
"counto-thrice"
(run*
q
(counto
1
(list 1 2 1 3 1)
q))
(list 3))
(mk-test
"counto-all-same"
(run*
q
(counto 7 (list 7 7 7 7) q))
(list 4))
(mk-test
"counto-string"
(run* q (counto "x" (list "x" "y" "x") q))
(list 2))
(mk-tests-run!)

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;; lib/minikanren/tests/cyclic-graph.sx — demonstrates the naive-patho
;; behaviour on a cyclic graph. Without Phase-7 tabling/SLG, the search
;; produces ever-longer paths revisiting the cycle. `run n` truncates;
;; `run*` would diverge.
(define cyclic-edges (list (list :a :b) (list :b :a) (list :b :c)))
(define cyclic-edgeo (fn (x y) (membero (list x y) cyclic-edges)))
(define
cyclic-patho
(fn
(x y path)
(conde
((cyclic-edgeo x y) (== path (list x y)))
((fresh (z mid) (cyclic-edgeo x z) (cyclic-patho z y mid) (conso x mid path))))))
;; --- direct edge ---
(mk-test
"cyclic-direct"
(run 1 q (cyclic-patho :a :b q))
(list (list :a :b)))
;; --- runs first 5 paths from a to b: bare edge, then increasing
;; numbers of cycle traversals (a->b->a->b, etc.) ---
(mk-test
"cyclic-enumerates-prefix-via-run-n"
(let
((paths (run 5 q (cyclic-patho :a :b q))))
(and
(= (len paths) 5)
(and
(every? (fn (p) (= (first p) :a)) paths)
(every? (fn (p) (= (last p) :b)) paths))))
true)
(mk-test
"cyclic-finds-c-via-cycle-or-direct"
(let
((paths (run 3 q (cyclic-patho :a :c q))))
(and
(>= (len paths) 1)
(some (fn (p) (= p (list :a :b :c))) paths)))
true)
(mk-tests-run!)

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;; lib/minikanren/tests/defrel.sx — Prolog-style relation definition macro.
(defrel
(my-membero x l)
((fresh (d) (conso x d l)))
((fresh (a d) (conso a d l) (my-membero x d))))
(mk-test
"defrel-defines-membero"
(run* q (my-membero q (list 1 2 3)))
(list 1 2 3))
(defrel
(my-listo l)
((nullo l))
((fresh (a d) (conso a d l) (my-listo d))))
(mk-test
"defrel-listo-bounded"
(run 3 q (my-listo q))
(list
(list)
(list (make-symbol "_.0"))
(list (make-symbol "_.0") (make-symbol "_.1"))))
;; Multi-arg relation with arithmetic.
(defrel
(my-pluso a b c)
((== a :z) (== b c))
((fresh (a-1 c-1) (== a (list :s a-1)) (== c (list :s c-1)) (my-pluso a-1 b c-1))))
(mk-test
"defrel-pluso-2-3"
(run*
q
(my-pluso (list :s (list :s :z)) (list :s (list :s (list :s :z))) q))
(list (list :s (list :s (list :s (list :s (list :s :z)))))))
(mk-tests-run!)

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;; lib/minikanren/tests/diseq.sx — Phase 5 polish: =/= disequality.
;; --- ground cases ---
(mk-test
"=/=-ground-distinct"
(run* q (=/= 1 2))
(list (make-symbol "_.0")))
(mk-test "=/=-ground-equal" (run* q (=/= 1 1)) (list))
(mk-test
"=/=-ground-strings"
(run* q (=/= "a" "b"))
(list (make-symbol "_.0")))
(mk-test "=/=-ground-strings-eq" (run* q (=/= "a" "a")) (list))
;; --- structural ---
(mk-test
"=/=-pair-distinct"
(run* q (=/= (list 1 2) (list 1 3)))
(list (make-symbol "_.0")))
(mk-test
"=/=-pair-equal"
(run* q (=/= (list 1 2) (list 1 2)))
(list))
(mk-test
"=/=-pair-vs-atom"
(run* q (=/= (list 1) 1))
(list (make-symbol "_.0")))
;; --- partial / late binding ---
;;
;; ==-cs is required to wake up the constraint store after a binding;
;; plain == doesn't fire constraints.
(mk-test
"=/=-late-bind-violates"
(run* q (fresh (x) (=/= x 5) (==-cs x 5) (== q x)))
(list))
(mk-test
"=/=-late-bind-ok"
(run* q (fresh (x) (=/= x 5) (==-cs x 7) (== q x)))
(list 7))
(mk-test
"=/=-two-vars-equal-late-fails"
(run*
q
(fresh
(x y)
(=/= x y)
(==-cs x 1)
(==-cs y 1)
(== q (list x y))))
(list))
(mk-test
"=/=-two-vars-distinct-late"
(run*
q
(fresh
(x y)
(=/= x y)
(==-cs x 1)
(==-cs y 2)
(== q (list x y))))
(list (list 1 2)))
;; --- compose with conde / fresh ---
(mk-test
"=/=-with-membero-filter"
(run*
q
(fresh
(x)
(membero x (list 1 2 3))
(=/= x 2)
(== q x)))
(list 1 3))
(mk-tests-run!)

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;; lib/minikanren/tests/enumerate.sx — index-each-element relation.
(mk-test
"enumerate-i-empty"
(run* q (enumerate-i (list) q))
(list (list)))
(mk-test
"enumerate-i-three"
(run* q (enumerate-i (list :a :b :c) q))
(list
(list (list 0 :a) (list 1 :b) (list 2 :c))))
(mk-test
"enumerate-i-strings"
(run* q (enumerate-i (list "x" "y" "z") q))
(list
(list (list 0 "x") (list 1 "y") (list 2 "z"))))
(mk-test
"enumerate-from-i-100"
(run* q (enumerate-from-i 100 (list :x :y :z) q))
(list
(list (list 100 :x) (list 101 :y) (list 102 :z))))
(mk-test
"enumerate-from-i-singleton"
(run* q (enumerate-from-i 0 (list :only) q))
(list (list (list 0 :only))))
(mk-tests-run!)

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;; lib/minikanren/tests/fd.sx — Phase 6 piece A: ino + all-distincto.
;; --- ino ---
(mk-test
"ino-element-in-domain"
(run* q (ino q (list 1 2 3)))
(list 1 2 3))
(mk-test "ino-empty-domain" (run* q (ino q (list))) (list))
(mk-test
"ino-singleton-domain"
(run* q (ino q (list 42)))
(list 42))
;; --- all-distincto ---
(mk-test
"all-distincto-empty"
(run* q (all-distincto (list)))
(list (make-symbol "_.0")))
(mk-test
"all-distincto-singleton"
(run* q (all-distincto (list 1)))
(list (make-symbol "_.0")))
(mk-test
"all-distincto-distinct-three"
(run* q (all-distincto (list 1 2 3)))
(list (make-symbol "_.0")))
(mk-test
"all-distincto-duplicate-fails"
(run* q (all-distincto (list 1 2 1)))
(list))
(mk-test
"all-distincto-adjacent-duplicate-fails"
(run* q (all-distincto (list 1 1 2)))
(list))
;; --- ino + all-distincto: classic enumerate-all-permutations ---
(mk-test
"fd-puzzle-three-distinct-from-domain"
(let
((perms (run* q (fresh (a b c) (== q (list a b c)) (ino a (list 1 2 3)) (ino b (list 1 2 3)) (ino c (list 1 2 3)) (all-distincto (list a b c))))))
(and
(= (len perms) 6)
(and
(some (fn (p) (= p (list 1 2 3))) perms)
(and
(some
(fn (p) (= p (list 1 3 2)))
perms)
(and
(some
(fn (p) (= p (list 2 1 3)))
perms)
(and
(some
(fn (p) (= p (list 2 3 1)))
perms)
(and
(some
(fn (p) (= p (list 3 1 2)))
perms)
(some
(fn (p) (= p (list 3 2 1)))
perms))))))))
true)
(mk-tests-run!)

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;; lib/minikanren/tests/flat-mapo.sx — concatMap-style relation.
(mk-test
"flat-mapo-empty"
(run* q (flat-mapo (fn (x r) (== r (list x x))) (list) q))
(list (list)))
(mk-test
"flat-mapo-duplicate-each"
(run*
q
(flat-mapo
(fn (x r) (== r (list x x)))
(list 1 2 3)
q))
(list
(list 1 1 2 2 3 3)))
(mk-test
"flat-mapo-empty-from-each"
(run* q (flat-mapo (fn (x r) (== r (list))) (list :a :b :c) q))
(list (list)))
(mk-test
"flat-mapo-singleton-from-each-is-identity"
(run* q (flat-mapo (fn (x r) (== r (list x))) (list :a :b :c) q))
(list (list :a :b :c)))
(mk-test
"flat-mapo-tag-each"
(run*
q
(flat-mapo
(fn (x r) (== r (list :tag x)))
(list 1 2)
q))
(list (list :tag 1 :tag 2)))
(mk-tests-run!)

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(mk-test "flatteno-empty" (run* q (flatteno (list) q)) (list (list)))
(mk-test
"flatteno-atom"
(run* q (flatteno 5 q))
(list (list 5)))
(mk-test
"flatteno-flat-list"
(run* q (flatteno (list 1 2 3) q))
(list (list 1 2 3)))
(mk-test
"flatteno-singleton"
(run* q (flatteno (list 1) q))
(list (list 1)))
(mk-test
"flatteno-nested-once"
(run*
q
(flatteno (list 1 (list 2 3) 4) q))
(list (list 1 2 3 4)))
(mk-test
"flatteno-nested-twice"
(run*
q
(flatteno
(list
1
(list 2 (list 3 4))
5)
q))
(list (list 1 2 3 4 5)))
(mk-test
"flatteno-keywords"
(run* q (flatteno (list :a (list :b :c) :d) q))
(list (list :a :b :c :d)))
(mk-tests-run!)

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;; lib/minikanren/tests/foldl-o.sx — relational left fold.
(mk-test
"foldl-o-empty"
(run* q (foldl-o pluso-i (list) 42 q))
(list 42))
(mk-test
"foldl-o-sum"
(run*
q
(foldl-o
pluso-i
(list 1 2 3 4 5)
0
q))
(list 15))
(mk-test
"foldl-o-product"
(run*
q
(foldl-o
*o-i
(list 1 2 3 4)
1
q))
(list 24))
(mk-test
"foldl-o-reverse-via-flip-conso"
(run*
q
(foldl-o
(fn (acc x r) (conso x acc r))
(list 1 2 3 4)
(list)
q))
(list (list 4 3 2 1)))
(mk-test
"foldl-o-with-init"
(run*
q
(foldl-o pluso-i (list 1 2 3) 100 q))
(list 106))
(mk-tests-run!)

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;; lib/minikanren/tests/foldr-o.sx — relational right fold.
(mk-test
"foldr-o-empty"
(run* q (foldr-o conso (list) (list 99) q))
(list (list 99)))
(mk-test
"foldr-o-conso-rebuilds-list"
(run* q (foldr-o conso (list 1 2 3) (list) q))
(list (list 1 2 3)))
(mk-test
"foldr-o-appendo-flattens"
(run*
q
(foldr-o
appendo
(list
(list 1 2)
(list 3)
(list 4 5))
(list)
q))
(list (list 1 2 3 4 5)))
(mk-test
"foldr-o-with-acc-init"
(run*
q
(foldr-o
conso
(list 1 2)
(list 9 9)
q))
(list (list 1 2 9 9)))
(mk-tests-run!)

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;; lib/minikanren/tests/fresh.sx — Phase 2 piece B tests for `fresh`.
;; --- empty fresh: pure goal grouping ---
(mk-test
"fresh-empty-vars-equiv-conj"
(stream-take 5 ((fresh () (== 1 1)) empty-s))
(list empty-s))
(mk-test
"fresh-empty-vars-no-goals-is-succeed"
(stream-take 5 ((fresh ()) empty-s))
(list empty-s))
;; --- single var ---
(mk-test
"fresh-one-var-bound"
(let
((s (first (stream-take 5 ((fresh (x) (== x 7)) empty-s)))))
(first (vals s)))
7)
;; --- multiple vars + multiple goals ---
(mk-test
"fresh-two-vars-three-goals"
(let
((q (mk-var "q"))
(g
(fresh
(x y)
(== x 10)
(== y 20)
(== q (list x y)))))
(mk-walk* q (first (stream-take 5 (g empty-s)))))
(list 10 20))
(mk-test
"fresh-three-vars"
(let
((q (mk-var "q"))
(g
(fresh
(a b c)
(== a 1)
(== b 2)
(== c 3)
(== q (list a b c)))))
(mk-walk* q (first (stream-take 5 (g empty-s)))))
(list 1 2 3))
;; --- fresh interacts with disj ---
(mk-test
"fresh-with-disj"
(let
((q (mk-var "q")))
(let
((g (fresh (x) (mk-disj (== x 1) (== x 2)) (== q x))))
(let
((res (stream-take 5 (g empty-s))))
(map (fn (s) (mk-walk q s)) res))))
(list 1 2))
;; --- nested fresh ---
(mk-test
"fresh-nested"
(let
((q (mk-var "q"))
(g
(fresh
(x)
(fresh
(y)
(== x 1)
(== y 2)
(== q (list x y))))))
(mk-walk* q (first (stream-take 5 (g empty-s)))))
(list 1 2))
;; --- call-fresh (functional alternative) ---
(mk-test
"call-fresh-binds-and-walks"
(let
((s (first (stream-take 5 ((call-fresh (fn (x) (== x 99))) empty-s)))))
(first (vals s)))
99)
(mk-test
"call-fresh-distinct-from-outer-vars"
(let
((q (mk-var "q")))
(let
((g (call-fresh (fn (x) (mk-conj (== x 5) (== q (list x x)))))))
(mk-walk* q (first (stream-take 5 (g empty-s))))))
(list 5 5))
(mk-tests-run!)

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;; lib/minikanren/tests/goals.sx — Phase 2 tests for stream.sx + goals.sx.
;;
;; Streams use a tagged shape internally (`(:s head tail)`) so that mature
;; cells can have thunk tails — SX has no improper pairs. Test assertions
;; therefore stream-take into a plain SX list, or check goal effects via
;; mk-walk on the resulting subst, instead of inspecting raw streams.
;; --- stream-take base cases (input streams use s-cons / mzero) ---
(mk-test
"stream-take-zero-from-mature"
(stream-take 0 (s-cons (empty-subst) mzero))
(list))
(mk-test "stream-take-from-mzero" (stream-take 5 mzero) (list))
(mk-test
"stream-take-mature-pair"
(stream-take 5 (s-cons :a (s-cons :b mzero)))
(list :a :b))
(mk-test
"stream-take-fewer-than-available"
(stream-take 1 (s-cons :a (s-cons :b mzero)))
(list :a))
(mk-test
"stream-take-all-with-neg-1"
(stream-take -1 (s-cons :a (s-cons :b (s-cons :c mzero))))
(list :a :b :c))
;; --- stream-take forces immature thunks ---
(mk-test
"stream-take-forces-thunk"
(stream-take 5 (fn () (s-cons :x mzero)))
(list :x))
(mk-test
"stream-take-forces-nested-thunks"
(stream-take 5 (fn () (fn () (s-cons :y mzero))))
(list :y))
;; --- mk-mplus interleaves ---
(mk-test
"mplus-empty-left"
(stream-take 5 (mk-mplus mzero (s-cons :r mzero)))
(list :r))
(mk-test
"mplus-empty-right"
(stream-take 5 (mk-mplus (s-cons :l mzero) mzero))
(list :l))
(mk-test
"mplus-mature-mature"
(stream-take
5
(mk-mplus (s-cons :a (s-cons :b mzero)) (s-cons :c (s-cons :d mzero))))
(list :a :b :c :d))
(mk-test
"mplus-with-paused-left-swaps"
(stream-take
5
(mk-mplus
(fn () (s-cons :a (s-cons :b mzero)))
(s-cons :c (s-cons :d mzero))))
(list :c :d :a :b))
;; --- mk-bind ---
(mk-test
"bind-empty-stream"
(stream-take 5 (mk-bind mzero (fn (s) (unit s))))
(list))
(mk-test
"bind-singleton-identity"
(stream-take
5
(mk-bind (s-cons 5 mzero) (fn (x) (unit x))))
(list 5))
(mk-test
"bind-flat-multi"
(stream-take
10
(mk-bind
(s-cons 1 (s-cons 2 mzero))
(fn (x) (s-cons x (s-cons (* x 10) mzero)))))
(list 1 10 2 20))
(mk-test
"bind-fail-prunes-some"
(stream-take
10
(mk-bind
(s-cons 1 (s-cons 2 (s-cons 3 mzero)))
(fn (x) (if (= x 2) mzero (unit x)))))
(list 1 3))
;; --- core goals: succeed / fail ---
(mk-test
"succeed-yields-singleton"
(stream-take 5 (succeed empty-s))
(list empty-s))
(mk-test "fail-yields-mzero" (stream-take 5 (fail empty-s)) (list))
;; --- == ---
(mk-test
"eq-ground-success"
(stream-take 5 ((== 1 1) empty-s))
(list empty-s))
(mk-test
"eq-ground-failure"
(stream-take 5 ((== 1 2) empty-s))
(list))
(mk-test
"eq-binds-var"
(let
((x (mk-var "x")))
(mk-walk
x
(first (stream-take 5 ((== x 7) empty-s)))))
7)
(mk-test
"eq-list-success"
(let
((x (mk-var "x")))
(mk-walk
x
(first
(stream-take
5
((== x (list 1 2)) empty-s)))))
(list 1 2))
(mk-test
"eq-list-mismatch-fails"
(stream-take
5
((== (list 1 2) (list 1 3)) empty-s))
(list))
;; --- conj2 / mk-conj ---
(mk-test
"conj2-both-bind"
(let
((x (mk-var "x")) (y (mk-var "y")))
(let
((s (first (stream-take 5 ((conj2 (== x 1) (== y 2)) empty-s)))))
(list (mk-walk x s) (mk-walk y s))))
(list 1 2))
(mk-test
"conj2-conflict-empty"
(let
((x (mk-var "x")))
(stream-take
5
((conj2 (== x 1) (== x 2)) empty-s)))
(list))
(mk-test
"conj-empty-is-succeed"
(stream-take 5 ((mk-conj) empty-s))
(list empty-s))
(mk-test
"conj-single-is-goal"
(let
((x (mk-var "x")))
(mk-walk
x
(first
(stream-take 5 ((mk-conj (== x 99)) empty-s)))))
99)
(mk-test
"conj-three-bindings"
(let
((x (mk-var "x")) (y (mk-var "y")) (z (mk-var "z")))
(let
((s (first (stream-take 5 ((mk-conj (== x 1) (== y 2) (== z 3)) empty-s)))))
(list (mk-walk x s) (mk-walk y s) (mk-walk z s))))
(list 1 2 3))
;; --- disj2 / mk-disj ---
(mk-test
"disj2-both-succeed"
(let
((q (mk-var "q")))
(let
((res (stream-take 5 ((disj2 (== q 1) (== q 2)) empty-s))))
(map (fn (s) (mk-walk q s)) res)))
(list 1 2))
(mk-test
"disj2-fail-or-succeed"
(let
((q (mk-var "q")))
(let
((res (stream-take 5 ((disj2 fail (== q 5)) empty-s))))
(map (fn (s) (mk-walk q s)) res)))
(list 5))
(mk-test
"disj-empty-is-fail"
(stream-take 5 ((mk-disj) empty-s))
(list))
(mk-test
"disj-three-clauses"
(let
((q (mk-var "q")))
(let
((res (stream-take 5 ((mk-disj (== q "a") (== q "b") (== q "c")) empty-s))))
(map (fn (s) (mk-walk q s)) res)))
(list "a" "b" "c"))
;; --- conj/disj nesting ---
(mk-test
"disj-of-conj"
(let
((x (mk-var "x")) (y (mk-var "y")))
(let
((res (stream-take 5 ((mk-disj (mk-conj (== x 1) (== y 2)) (mk-conj (== x 3) (== y 4))) empty-s))))
(map (fn (s) (list (mk-walk x s) (mk-walk y s))) res)))
(list (list 1 2) (list 3 4)))
;; --- ==-check ---
(mk-test
"eq-check-no-occurs-fails"
(let
((x (mk-var "x")))
(stream-take 5 ((==-check x (list 1 x)) empty-s)))
(list))
(mk-test
"eq-check-no-occurs-non-occurring-succeeds"
(let
((x (mk-var "x")))
(mk-walk
x
(first (stream-take 5 ((==-check x 5) empty-s)))))
5)
(mk-tests-run!)

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;; lib/minikanren/tests/graph.sx — directed-graph reachability via patho.
(define
test-edges
(list (list :a :b) (list :b :c) (list :c :d) (list :a :c) (list :d :e)))
(define edgeo (fn (from to) (membero (list from to) test-edges)))
(define
patho
(fn
(x y path)
(conde
((edgeo x y) (== path (list x y)))
((fresh (z mid-path) (edgeo x z) (patho z y mid-path) (conso x mid-path path))))))
;; --- direct edges ---
(mk-test "patho-direct" (run* q (patho :a :b q)) (list (list :a :b)))
(mk-test "patho-no-direct-edge" (run* q (patho :e :a q)) (list))
;; --- indirect ---
(mk-test
"patho-multi-hop"
(let
((paths (run* q (patho :a :d q))))
(and
(= (len paths) 2)
(and
(some (fn (p) (= p (list :a :b :c :d))) paths)
(some (fn (p) (= p (list :a :c :d))) paths))))
true)
(mk-test
"patho-to-leaf"
(let
((paths (run* q (patho :a :e q))))
(and
(= (len paths) 2)
(and
(some (fn (p) (= p (list :a :b :c :d :e))) paths)
(some (fn (p) (= p (list :a :c :d :e))) paths))))
true)
;; --- enumeration with multiplicity ---
;; Each path contributes one tuple, so reachable nodes can repeat. Here
;; targets are: b (1 path), c (2 paths), d (2 paths), e (2 paths) = 7.
(mk-test
"patho-enumerate-from-a-with-multiplicity"
(let
((targets (run* q (fresh (path) (patho :a q path)))))
(and
(= (len targets) 7)
(and
(some (fn (t) (= t :b)) targets)
(and
(some (fn (t) (= t :c)) targets)
(and
(some (fn (t) (= t :d)) targets)
(some (fn (t) (= t :e)) targets))))))
true)
;; --- unreachable target ---
(mk-test "patho-unreachable" (run* q (patho :a :z q)) (list))
(mk-tests-run!)

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;; lib/minikanren/tests/intarith.sx — ground-only integer arithmetic
;; goals that escape into host operations via project.
;; --- pluso-i ---
(mk-test
"pluso-i-forward"
(run* q (pluso-i 7 8 q))
(list 15))
(mk-test
"pluso-i-zero"
(run* q (pluso-i 0 0 q))
(list 0))
(mk-test
"pluso-i-negatives"
(run* q (pluso-i -5 3 q))
(list -2))
(mk-test
"pluso-i-non-ground-fails"
(run* q (fresh (a) (pluso-i a 3 5)))
(list))
;; --- minuso-i ---
(mk-test
"minuso-i-forward"
(run* q (minuso-i 10 4 q))
(list 6))
(mk-test
"minuso-i-zero"
(run* q (minuso-i 5 5 q))
(list 0))
;; --- *o-i ---
(mk-test
"times-i-forward"
(run* q (*o-i 6 7 q))
(list 42))
(mk-test
"times-i-by-zero"
(run* q (*o-i 0 99 q))
(list 0))
(mk-test
"times-i-by-one"
(run* q (*o-i 1 17 q))
(list 17))
;; --- comparisons ---
(mk-test
"lto-i-true"
(run 1 q (lto-i 2 5))
(list (make-symbol "_.0")))
(mk-test "lto-i-false" (run* q (lto-i 5 2)) (list))
(mk-test "lto-i-equal-false" (run* q (lto-i 3 3)) (list))
(mk-test
"lteo-i-equal"
(run 1 q (lteo-i 4 4))
(list (make-symbol "_.0")))
(mk-test
"lteo-i-less"
(run 1 q (lteo-i 1 4))
(list (make-symbol "_.0")))
(mk-test "lteo-i-more" (run* q (lteo-i 9 4)) (list))
(mk-test
"neqo-i-different"
(run 1 q (neqo-i 3 5))
(list (make-symbol "_.0")))
(mk-test "neqo-i-same" (run* q (neqo-i 3 3)) (list))
;; --- composition with relational vars ---
(mk-test
"intarith-with-membero"
(run*
q
(fresh
(x)
(membero
x
(list 1 2 3 4 5))
(lto-i x 3)
(== q x)))
(list 1 2))
(mk-test "even-i-pos" (run* q (even-i 4)) (list (make-symbol "_.0")))
(mk-test "even-i-neg" (run* q (even-i 5)) (list))
(mk-test "odd-i-pos" (run* q (odd-i 7)) (list (make-symbol "_.0")))
(mk-test "odd-i-neg" (run* q (odd-i 4)) (list))
(mk-test
"even-i-filter"
(run* q (fresh (x) (membero x (list 1 2 3 4 5 6)) (even-i x) (== q x)))
(list 2 4 6))
(mk-tests-run!)

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;; lib/minikanren/tests/iterate-no.sx — iterated relation application.
(define
mk-nat
(fn (n) (if (= n 0) :z (list :s (mk-nat (- n 1))))))
(mk-test
"iterate-no-zero"
(run*
q
(iterate-no
(fn (a b) (== b (list :wrap a)))
(mk-nat 0)
:seed q))
(list :seed))
(mk-test
"iterate-no-three-wraps"
(run*
q
(iterate-no (fn (a b) (== b (list :wrap a))) (mk-nat 3) :x q))
(list (list :wrap (list :wrap (list :wrap :x)))))
(mk-test
"iterate-no-succ-three-times"
(run*
q
(iterate-no (fn (a b) (== b (list :s a))) (mk-nat 3) :z q))
(list (mk-nat 3)))
(mk-test
"iterate-no-with-list-cons"
(run*
q
(iterate-no (fn (a b) (conso :a a b)) (mk-nat 4) (list) q))
(list (list :a :a :a :a)))
(mk-tests-run!)

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;; lib/minikanren/tests/lasto.sx — last-element + init-without-last.
(mk-test
"lasto-singleton"
(run* q (lasto (list 5) q))
(list 5))
(mk-test
"lasto-multi"
(run* q (lasto (list 1 2 3 4) q))
(list 4))
(mk-test "lasto-empty" (run* q (lasto (list) q)) (list))
(mk-test "lasto-strings" (run* q (lasto (list "a" "b" "c") q)) (list "c"))
(mk-test
"init-o-multi"
(run* q (init-o (list 1 2 3 4) q))
(list (list 1 2 3)))
(mk-test
"init-o-singleton"
(run* q (init-o (list 7) q))
(list (list)))
(mk-test "init-o-empty" (run* q (init-o (list) q)) (list))
(mk-test
"lasto-init-o-roundtrip"
(run*
q
(fresh
(init last)
(lasto (list 1 2 3 4) last)
(init-o (list 1 2 3 4) init)
(appendo init (list last) q)))
(list (list 1 2 3 4)))
(mk-tests-run!)

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;; lib/minikanren/tests/latin.sx — 2x2 Latin square via ino + all-distincto.
;;
;; A 2x2 Latin square has 2 distinct fillings:
;; ((1 2) (2 1)) and ((2 1) (1 2)).
;; The 3x3 version has 12 fillings but takes minutes under naive search;
;; full CLP(FD) (Phase 6 proper) would handle it in milliseconds.
(define
latin-2x2
(fn
(cells)
(let
((c11 (nth cells 0))
(c12 (nth cells 1))
(c21 (nth cells 2))
(c22 (nth cells 3))
(dom (list 1 2)))
(mk-conj
(ino c11 dom)
(ino c12 dom)
(ino c21 dom)
(ino c22 dom)
(all-distincto (list c11 c12))
(all-distincto (list c21 c22))
(all-distincto (list c11 c21))
(all-distincto (list c12 c22)))))) ;; col 2
(mk-test
"latin-2x2-count"
(let
((squares (run* q (fresh (a b c d) (== q (list a b c d)) (latin-2x2 (list a b c d))))))
(len squares))
2)
(mk-test
"latin-2x2-as-set"
(let
((squares (run* q (fresh (a b c d) (== q (list a b c d)) (latin-2x2 (list a b c d))))))
(and
(= (len squares) 2)
(and
(some
(fn (s) (= s (list 1 2 2 1)))
squares)
(some
(fn (s) (= s (list 2 1 1 2)))
squares))))
true)
(mk-test
"latin-2x2-with-clue"
(run*
q
(fresh
(a b c d)
(== a 1)
(== q (list a b c d))
(latin-2x2 (list a b c d))))
(list (list 1 2 2 1)))
(mk-tests-run!)

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;; lib/minikanren/tests/laziness.sx — verify Zzz wrapping (in conde)
;; lets infinitely-recursive relations produce finite prefixes via run-n.
;; --- a relation that has no base case but conde-protects via Zzz ---
(define
listo-aux
(fn
(l)
(conde ((nullo l)) ((fresh (a d) (conso a d l) (listo-aux d))))))
(mk-test
"infinite-relation-truncates-via-run-n"
(run 4 q (listo-aux q))
(list
(list)
(list (make-symbol "_.0"))
(list (make-symbol "_.0") (make-symbol "_.1"))
(list (make-symbol "_.0") (make-symbol "_.1") (make-symbol "_.2"))))
;; --- two infinite generators interleaved via mk-disj must both produce
;; answers (no starvation) — the fairness test ---
(define
ones-gen
(fn
(l)
(conde
((== l (list)))
((fresh (d) (conso 1 d l) (ones-gen d))))))
(define
twos-gen
(fn
(l)
(conde
((== l (list)))
((fresh (d) (conso 2 d l) (twos-gen d))))))
(mk-test
"interleaving-keeps-both-streams-alive"
(let
((res (run 4 q (mk-disj (ones-gen q) (twos-gen q)))))
(and
(= (len res) 4)
(and
(some
(fn
(x)
(and
(list? x)
(and (not (empty? x)) (= (first x) 1))))
res)
(some
(fn
(x)
(and
(list? x)
(and (not (empty? x)) (= (first x) 2))))
res))))
true)
;; --- run* terminates on a relation whose conde has finite base case
;; reached from any starting point ---
(mk-test
"run-star-terminates-on-bounded-relation"
(run*
q
(fresh
(l)
(== l (list 1 2 3))
(listo l)
(== q :ok)))
(list :ok))
(mk-tests-run!)

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;; lib/minikanren/tests/lengtho-i.sx — integer-indexed length (fast).
(mk-test "lengtho-i-empty" (run* q (lengtho-i (list) q)) (list 0))
(mk-test
"lengtho-i-singleton"
(run* q (lengtho-i (list :a) q))
(list 1))
(mk-test
"lengtho-i-three"
(run* q (lengtho-i (list 1 2 3) q))
(list 3))
(mk-test
"lengtho-i-five"
(run*
q
(lengtho-i
(list 1 2 3 4 5)
q))
(list 5))
(mk-test
"lengtho-i-mixed-types"
(run*
q
(lengtho-i (list 1 "two" :three (list 4 5)) q))
(list 4))
(mk-tests-run!)

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;; lib/minikanren/tests/list-relations.sx — rembero, assoco, nth-o, samelengtho.
;; --- rembero (remove first occurrence) ---
(mk-test
"rembero-element-present"
(run*
q
(rembero 2 (list 1 2 3 2) q))
(list (list 1 3 2)))
(mk-test
"rembero-element-not-present"
(run* q (rembero 99 (list 1 2 3) q))
(list (list 1 2 3)))
(mk-test
"rembero-empty"
(run* q (rembero 1 (list) q))
(list (list)))
(mk-test
"rembero-only-element"
(run* q (rembero 5 (list 5) q))
(list (list)))
(mk-test
"rembero-first-of-many"
(run*
q
(rembero 1 (list 1 2 3 4) q))
(list (list 2 3 4)))
;; --- assoco (alist lookup) ---
(define
test-pairs
(list
(list "alice" 30)
(list "bob" 25)
(list "carol" 35)))
(mk-test
"assoco-found"
(run* q (assoco "bob" test-pairs q))
(list 25))
(mk-test
"assoco-first"
(run* q (assoco "alice" test-pairs q))
(list 30))
(mk-test "assoco-missing" (run* q (assoco "dave" test-pairs q)) (list))
(mk-test
"assoco-find-keys-with-value"
(run* q (assoco q test-pairs 25))
(list "bob"))
;; --- nth-o (Peano-indexed access) ---
(mk-test
"nth-o-zero"
(run* q (nth-o :z (list 10 20 30) q))
(list 10))
(mk-test
"nth-o-one"
(run* q (nth-o (list :s :z) (list 10 20 30) q))
(list 20))
(mk-test
"nth-o-two"
(run*
q
(nth-o (list :s (list :s :z)) (list 10 20 30) q))
(list 30))
(mk-test
"nth-o-out-of-range"
(run*
q
(nth-o
(list :s (list :s (list :s :z)))
(list 10 20 30)
q))
(list))
;; --- samelengtho ---
(mk-test
"samelengtho-equal"
(run*
q
(samelengtho (list 1 2 3) (list :a :b :c)))
(list (make-symbol "_.0")))
(mk-test
"samelengtho-different-fails"
(run* q (samelengtho (list 1 2) (list :a :b :c)))
(list))
(mk-test
"samelengtho-empty-equal"
(run* q (samelengtho (list) (list)))
(list (make-symbol "_.0")))
(mk-test
"samelengtho-builds-vars"
(run 1 q (samelengtho (list 1 2 3) q))
(list (list (make-symbol "_.0") (make-symbol "_.1") (make-symbol "_.2"))))
(mk-test
"samelengtho-enumerates-pairs"
(run
3
q
(fresh (l1 l2) (samelengtho l1 l2) (== q (list l1 l2))))
(list
(list (list) (list))
(list (list (make-symbol "_.0")) (list (make-symbol "_.1")))
(list
(list (make-symbol "_.0") (make-symbol "_.1"))
(list (make-symbol "_.2") (make-symbol "_.3")))))
(mk-tests-run!)

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;; lib/minikanren/tests/mapo.sx — relational map.
(mk-test
"mapo-identity"
(run*
q
(mapo (fn (a b) (== a b)) (list 1 2 3) q))
(list (list 1 2 3)))
(mk-test
"mapo-tag-each"
(run*
q
(mapo
(fn (a b) (== b (list :tag a)))
(list 1 2 3)
q))
(list
(list
(list :tag 1)
(list :tag 2)
(list :tag 3))))
(mk-test
"mapo-backward"
(run*
q
(mapo (fn (a b) (== a b)) q (list 1 2 3)))
(list (list 1 2 3)))
(mk-test
"mapo-empty"
(run* q (mapo (fn (a b) (== a b)) (list) q))
(list (list)))
(mk-test
"mapo-duplicate"
(run* q (mapo (fn (a b) (== b (list a a))) (list :x :y) q))
(list (list (list :x :x) (list :y :y))))
(mk-test
"mapo-different-length-fails"
(run*
q
(mapo
(fn (a b) (== a b))
(list 1 2)
(list 1 2 3)))
(list))
;; mapo + arithmetic via intarith
(mk-test
"mapo-square-each"
(run*
q
(mapo
(fn (a b) (*o-i a a b))
(list 1 2 3 4)
q))
(list (list 1 4 9 16)))
(mk-tests-run!)

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;; lib/minikanren/tests/matche.sx — Phase 5 piece D tests for `matche`.
;; --- literal patterns ---
(mk-test
"matche-literal-number"
(run* q (matche q (1 (== q 1))))
(list 1))
(mk-test
"matche-literal-string"
(run* q (matche q ("hello" (== q "hello"))))
(list "hello"))
(mk-test
"matche-literal-no-clause-matches"
(run*
q
(matche 7 (1 (== q :a)) (2 (== q :b))))
(list))
;; --- variable patterns ---
(mk-test
"matche-symbol-pattern"
(run* q (fresh (x) (== x 99) (matche x (a (== q a)))))
(list 99))
(mk-test
"matche-wildcard"
(run* q (fresh (x) (== x 7) (matche x (_ (== q :any)))))
(list :any))
;; --- list patterns ---
(mk-test
"matche-empty-list"
(run* q (matche (list) (() (== q :ok))))
(list :ok))
(mk-test
"matche-pair-binds"
(run*
q
(fresh
(x)
(== x (list 1 2))
(matche x ((a b) (== q (list b a))))))
(list (list 2 1)))
(mk-test
"matche-triple-binds"
(run*
q
(fresh
(x)
(== x (list 1 2 3))
(matche x ((a b c) (== q (list :sum a b c))))))
(list (list :sum 1 2 3)))
(mk-test
"matche-mixed-literal-and-var"
(run*
q
(fresh
(x)
(== x (list 1 99 3))
(matche x ((1 m 3) (== q m)))))
(list 99))
;; --- multi-clause dispatch ---
(mk-test
"matche-multi-clause-shape"
(run*
q
(fresh
(x)
(== x (list 5 6))
(matche
x
(() (== q :empty))
((a) (== q (list :one a)))
((a b) (== q (list :two a b))))))
(list (list :two 5 6)))
(mk-test
"matche-three-shapes-via-fresh"
(run*
q
(fresh
(x)
(matche
x
(() (== q :empty))
((a) (== q (list :one a)))
((a b) (== q (list :two a b))))))
(list
:empty (list :one (make-symbol "_.0"))
(list :two (make-symbol "_.0") (make-symbol "_.1"))))
;; --- nested patterns ---
(mk-test
"matche-nested"
(run*
q
(fresh
(x)
(==
x
(list (list 1 2) (list 3 4)))
(matche x (((a b) (c d)) (== q (list a b c d))))))
(list (list 1 2 3 4)))
;; --- repeated var names create the same fresh var → must unify ---
(mk-test
"matche-repeated-var-implies-equality"
(run*
q
(fresh
(x)
(== x (list 7 7))
(matche x ((a a) (== q a)))))
(list 7))
(mk-test
"matche-repeated-var-mismatch-fails"
(run*
q
(fresh
(x)
(== x (list 7 8))
(matche x ((a a) (== q a)))))
(list))
(mk-tests-run!)

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;; lib/minikanren/tests/minmax.sx — mino + maxo via intarith.
(mk-test
"mino-singleton"
(run* q (mino (list 7) q))
(list 7))
(mk-test
"mino-of-3"
(run* q (mino (list 5 1 3) q))
(list 1))
(mk-test
"mino-of-5"
(run*
q
(mino (list 5 1 3 2 4) q))
(list 1))
(mk-test
"mino-with-dups"
(run* q (mino (list 3 3 3) q))
(list 3))
(mk-test "mino-empty-fails" (run* q (mino (list) q)) (list))
(mk-test
"maxo-singleton"
(run* q (maxo (list 7) q))
(list 7))
(mk-test
"maxo-of-5"
(run*
q
(maxo (list 5 1 3 2 4) q))
(list 5))
(mk-test
"maxo-of-negs"
(run* q (maxo (list -5 -1 -3) q))
(list -1))
(mk-test
"min-and-max-of-list"
(run*
q
(fresh
(mn mx)
(mino (list 5 1 3 2 4) mn)
(maxo (list 5 1 3 2 4) mx)
(== q (list mn mx))))
(list (list 1 5)))
(mk-tests-run!)

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;; lib/minikanren/tests/nafc.sx — Phase 5 piece C tests for `nafc`.
(mk-test
"nafc-failed-goal-succeeds"
(run* q (nafc (== 1 2)))
(list (make-symbol "_.0")))
(mk-test
"nafc-successful-goal-fails"
(run* q (nafc (== 1 1)))
(list))
(mk-test
"nafc-double-negation"
(run* q (nafc (nafc (== 1 1))))
(list (make-symbol "_.0")))
(mk-test
"nafc-with-conde-no-clauses-succeed"
(run*
q
(nafc
(conde ((== 1 2)) ((== 3 4)))))
(list (make-symbol "_.0")))
(mk-test
"nafc-with-conde-some-clause-succeeds-fails"
(run*
q
(nafc
(conde ((== 1 1)) ((== 3 4)))))
(list))
;; --- composing nafc with == as a guard ---
(mk-test
"nafc-as-guard"
(run*
q
(fresh (x) (== x 5) (nafc (== x 99)) (== q x)))
(list 5))
(mk-test
"nafc-guard-blocking"
(run*
q
(fresh (x) (== x 5) (nafc (== x 5)) (== q x)))
(list))
(mk-tests-run!)

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;; lib/minikanren/tests/not-membero.sx — relational "not in list".
(mk-test
"not-membero-absent"
(run* q (not-membero 99 (list 1 2 3)))
(list (make-symbol "_.0")))
(mk-test
"not-membero-present"
(run* q (not-membero 2 (list 1 2 3)))
(list))
(mk-test
"not-membero-empty"
(run* q (not-membero 1 (list)))
(list (make-symbol "_.0")))
(mk-test
"not-membero-as-filter"
(run*
q
(fresh
(x)
(membero
x
(list 1 2 3 4 5))
(not-membero x (list 2 4))
(== q x)))
(list 1 3 5))
(mk-tests-run!)

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;; lib/minikanren/tests/nub-o.sx — relational dedupe (keep last occurrence).
(mk-test "nub-o-empty" (run* q (nub-o (list) q)) (list (list)))
(mk-test
"nub-o-no-duplicates"
(run* q (nub-o (list 1 2 3) q))
(list (list 1 2 3)))
(mk-test
"nub-o-with-duplicates"
(run*
q
(nub-o
(list 1 2 1 3 2 4)
q))
(list (list 1 3 2 4)))
(mk-test
"nub-o-all-same"
(let
((res (run* q (nub-o (list 1 1 1) q))))
(every? (fn (r) (= r (list 1))) res))
true)
(mk-test
"nub-o-keeps-last"
(run* q (nub-o (list 1 2 1) q))
(list (list 2 1)))
(mk-tests-run!)

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;; lib/minikanren/tests/pairlisto.sx — zip two lists into pair list.
(mk-test
"pairlisto-empty"
(run* q (pairlisto (list) (list) q))
(list (list)))
(mk-test
"pairlisto-equal-lengths"
(run*
q
(pairlisto (list 1 2 3) (list :a :b :c) q))
(list
(list (list 1 :a) (list 2 :b) (list 3 :c))))
(mk-test
"pairlisto-recover-l1"
(run*
q
(pairlisto
q
(list :a :b :c)
(list (list 10 :a) (list 20 :b) (list 30 :c))))
(list (list 10 20 30)))
(mk-test
"pairlisto-recover-l2"
(run*
q
(pairlisto
(list 1 2 3)
q
(list (list 1 :x) (list 2 :y) (list 3 :z))))
(list (list :x :y :z)))
(mk-test
"pairlisto-different-lengths-fails"
(run* q (pairlisto (list 1 2) (list :a :b :c) q))
(list))
(mk-tests-run!)

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