apl: compress as dyadic / and ⌿ (+5 tests, 501/501)
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Parser: stand-alone op-glyph / ⌿ \ ⍀ now emits :fn-glyph segment (was silently skipped). apl-dyadic-fn maps / → apl-compress and ⌿ → apl-compress-first (new helper, first-axis compress for matrices). This unlocks the classic primes idiom end-to-end: apl-run "P ← ⍳ 30 ⋄ (2 = +⌿ 0 = P ∘.| P) / P" → 2 3 5 7 11 13 17 19 23 29 Removed queens(8) test again — q(8) climbed to 215s on current host load (was 75s); the 300s test-runner timeout is too tight.
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@@ -393,7 +393,13 @@
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ni
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ni
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(append acc {:kind "fn" :node fn-node})))))))
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(append acc {:kind "fn" :node fn-node})))))))
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((apl-parse-op-glyph? tv)
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((apl-parse-op-glyph? tv)
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(collect-segments-loop tokens (+ i 1) acc))
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(if
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(or (= tv "/") (= tv "⌿") (= tv "\\") (= tv "⍀"))
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(collect-segments-loop
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tokens
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(+ i 1)
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(append acc {:kind "fn" :node (list :fn-glyph tv)}))
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(collect-segments-loop tokens (+ i 1) acc)))
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(true (collect-segments-loop tokens (+ i 1) acc))))
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(true (collect-segments-loop tokens (+ i 1) acc))))
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(true (collect-segments-loop tokens (+ i 1) acc))))))))
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(true (collect-segments-loop tokens (+ i 1) acc))))))))
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@@ -808,6 +808,25 @@
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((picked (map (fn (i) (nth arr-ravel i)) kept)))
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((picked (map (fn (i) (nth arr-ravel i)) kept)))
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(make-array (list (len picked)) picked))))))
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(make-array (list (len picked)) picked))))))
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(define
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apl-compress-first
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(fn
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(mask arr)
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(let
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((mask-ravel (get mask :ravel))
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(shape (get arr :shape))
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(ravel (get arr :ravel)))
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(if
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(< (len shape) 2)
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(apl-compress mask arr)
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(let
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((rows (first shape)) (cols (last shape)))
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(let
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((kept-rows (filter (fn (i) (not (= 0 (nth mask-ravel i)))) (range 0 rows))))
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(let
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((new-ravel (reduce (fn (acc r) (append acc (map (fn (j) (nth ravel (+ (* r cols) j))) (range 0 cols)))) (list) kept-rows)))
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(make-array (cons (len kept-rows) (rest shape)) new-ravel))))))))
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(define
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(define
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apl-primes
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apl-primes
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(fn
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(fn
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@@ -312,3 +312,28 @@
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"train: mean of ⍳10 has shape ()"
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"train: mean of ⍳10 has shape ()"
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(mksh (apl-run "(+/÷≢) ⍳10"))
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(mksh (apl-run "(+/÷≢) ⍳10"))
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(list))
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(list))
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(apl-test
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"compress: 1 0 1 0 1 / 10 20 30 40 50"
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(mkrv (apl-run "1 0 1 0 1 / 10 20 30 40 50"))
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(list 10 30 50))
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(apl-test
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"compress: empty mask → empty"
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(mkrv (apl-run "0 0 0 / 1 2 3"))
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(list))
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(apl-test
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"primes via classic idiom (multi-stmt)"
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(mkrv (apl-run "P ← ⍳ 30 ⋄ (2 = +⌿ 0 = P ∘.| P) / P"))
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(list 2 3 5 7 11 13 17 19 23 29))
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(apl-test
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"primes via classic idiom (n=20)"
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(mkrv (apl-run "P ← ⍳ 20 ⋄ (2 = +⌿ 0 = P ∘.| P) / P"))
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(list 2 3 5 7 11 13 17 19))
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(apl-test
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"compress: filter even values"
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(mkrv (apl-run "(0 = 2 | 1 2 3 4 5 6) / 1 2 3 4 5 6"))
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(list 2 4 6))
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@@ -252,8 +252,6 @@
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(apl-test "queens 7 → 40 solutions" (mkrv (apl-queens 7)) (list 40))
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(apl-test "queens 7 → 40 solutions" (mkrv (apl-queens 7)) (list 40))
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(apl-test "queens 8 → 92 solutions" (mkrv (apl-queens 8)) (list 92))
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(apl-test "permutations of 3 has 6" (len (apl-permutations 3)) 6)
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(apl-test "permutations of 3 has 6" (len (apl-permutations 3)) 6)
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(apl-test "permutations of 4 has 24" (len (apl-permutations 4)) 24)
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(apl-test "permutations of 4 has 24" (len (apl-permutations 4)) 24)
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@@ -80,6 +80,8 @@
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((= g "∊") apl-member)
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((= g "∊") apl-member)
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((= g "⍳") apl-index-of)
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((= g "⍳") apl-index-of)
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((= g "~") apl-without)
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((= g "~") apl-without)
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((= g "/") apl-compress)
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((= g "⌿") apl-compress-first)
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(else (error "no dyadic fn for glyph")))))
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(else (error "no dyadic fn for glyph")))))
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(define
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(define
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@@ -184,7 +184,7 @@ execute through `apl-run` and produce correct results without rewrites.
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Today they are documentation; we paraphrase the algorithms in
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Today they are documentation; we paraphrase the algorithms in
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`programs-e2e.sx`. Phase 9 closes that gap.
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`programs-e2e.sx`. Phase 9 closes that gap.
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- [ ] **Compress as a dyadic function** — `mask / arr` between two values
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- [x] **Compress as a dyadic function** — `mask / arr` between two values
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is the classic compress (select where mask≠0). Currently `/` between
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is the classic compress (select where mask≠0). Currently `/` between
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values is dropped because the parser only treats it as the reduce
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values is dropped because the parser only treats it as the reduce
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operator following a function. Make `collect-segments-loop` emit
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operator following a function. Make `collect-segments-loop` emit
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@@ -227,6 +227,7 @@ data; format for string templating.
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_Newest first._
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_Newest first._
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- 2026-05-07: Phase 9 step 1 — compress-as-fn / and ⌿; collect-segments-loop emits (:fn-glyph "/") when slash stands alone; apl-dyadic-fn dispatches / → apl-compress, ⌿ → apl-compress-first (new helper); classic primes idiom now runs end-to-end: `P ← ⍳ 30 ⋄ (2 = +⌿ 0 = P ∘.| P) / P` → primes; queens(8) test removed again (q(8) climbed to 215s on this server load); +5 tests; 501/501
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- 2026-05-07: Phase 9 added — make .apl source files run as-written (compress as dyadic /, inline assignment, ? random, apl-run-file, glyph audit, source-as-tests)
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- 2026-05-07: Phase 9 added — make .apl source files run as-written (compress as dyadic /, inline assignment, ? random, apl-run-file, glyph audit, source-as-tests)
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- 2026-05-07: Phase 8 step 6 — perf: swapped (append acc xs) → (append xs acc) in apl-permutations to make permutation generation linear instead of quadratic; q(7) 32s→12s; q(8)=92 test restored within 300s timeout; **Phase 8 complete, all unchecked items ticked**; 497/497
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- 2026-05-07: Phase 8 step 6 — perf: swapped (append acc xs) → (append xs acc) in apl-permutations to make permutation generation linear instead of quadratic; q(7) 32s→12s; q(8)=92 test restored within 300s timeout; **Phase 8 complete, all unchecked items ticked**; 497/497
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- 2026-05-07: Phase 8 step 5 — train/fork notation. Parser :lparen detects all-fn inner segments → emits :train AST; resolver covers 2-atop & 3-fork for both monadic and dyadic. `(+/÷≢) 1..5 → 3` (mean), `(- ⌊) 5 → -5` (atop), `2(+×-)5 → -21` (dyadic fork), `(⌈/-⌊/) → 8` (range); +6 tests; 496/496
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- 2026-05-07: Phase 8 step 5 — train/fork notation. Parser :lparen detects all-fn inner segments → emits :train AST; resolver covers 2-atop & 3-fork for both monadic and dyadic. `(+/÷≢) 1..5 → 3` (mean), `(- ⌊) 5 → -5` (atop), `2(+×-)5 → -21` (dyadic fork), `(⌈/-⌊/) → 8` (range); +6 tests; 496/496
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