apl: dfn foundation — transpile.sx + apl-eval-ast (+15 tests, 226/226)
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@@ -19,6 +19,7 @@ cat > "$TMPFILE" << 'EPOCHS'
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(epoch 1)
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(load "spec/stdlib.sx")
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(load "lib/apl/runtime.sx")
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(load "lib/apl/transpile.sx")
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(epoch 2)
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(eval "(define apl-test-pass 0)")
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(eval "(define apl-test-fail 0)")
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@@ -27,6 +28,7 @@ cat > "$TMPFILE" << 'EPOCHS'
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(epoch 3)
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(load "lib/apl/tests/structural.sx")
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(load "lib/apl/tests/operators.sx")
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(load "lib/apl/tests/dfn.sx")
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(epoch 4)
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(eval "(list apl-test-pass apl-test-fail)")
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EPOCHS
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107
lib/apl/tests/dfn.sx
Normal file
107
lib/apl/tests/dfn.sx
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@@ -0,0 +1,107 @@
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; Tests for apl-eval-ast and apl-call-dfn (manual AST construction).
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(define rv (fn (arr) (get arr :ravel)))
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(define sh (fn (arr) (get arr :shape)))
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(define num (fn (n) (list :num n)))
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(define name (fn (s) (list :name s)))
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(define fnglyph (fn (g) (list :fn-glyph g)))
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(define monad (fn (g a) (list :monad (fnglyph g) a)))
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(define dyad (fn (g l r) (list :dyad (fnglyph g) l r)))
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(define dfn (fn (body) (list :dfn body)))
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(define prog (fn (stmts) (cons :program stmts)))
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(apl-test
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"eval :num literal"
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(rv (apl-eval-ast (num 42) {}))
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(list 42))
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(apl-test
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"eval :num literal shape"
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(sh (apl-eval-ast (num 42) {}))
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(list))
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(apl-test
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"eval :dyad +"
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(rv (apl-eval-ast (dyad "+" (num 2) (num 3)) {}))
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(list 5))
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(apl-test
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"eval :dyad ×"
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(rv (apl-eval-ast (dyad "×" (num 6) (num 7)) {}))
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(list 42))
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(apl-test
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"eval :monad - (negate)"
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(rv (apl-eval-ast (monad "-" (num 7)) {}))
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(list -7))
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(apl-test
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"eval :monad ⌊ (floor)"
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(rv (apl-eval-ast (monad "⌊" (num 3)) {}))
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(list 3))
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(apl-test
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"eval :name ⍵ from env"
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(rv (apl-eval-ast (name "⍵") {:omega (apl-scalar 99) :alpha nil}))
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(list 99))
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(apl-test
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"eval :name ⍺ from env"
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(rv (apl-eval-ast (name "⍺") {:omega nil :alpha (apl-scalar 7)}))
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(list 7))
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(apl-test
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"dfn {⍵+1} called monadic"
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(rv
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(apl-call-dfn-m (dfn (dyad "+" (name "⍵") (num 1))) (apl-scalar 5)))
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(list 6))
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(apl-test
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"dfn {⍺+⍵} called dyadic"
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(rv
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(apl-call-dfn
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(dfn (dyad "+" (name "⍺") (name "⍵")))
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(apl-scalar 4)
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(apl-scalar 9)))
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(list 13))
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(apl-test
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"dfn {⍺×⍵} dyadic on vectors"
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(rv
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(apl-call-dfn
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(dfn (dyad "×" (name "⍺") (name "⍵")))
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(make-array (list 3) (list 1 2 3))
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(make-array (list 3) (list 10 20 30))))
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(list 10 40 90))
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(apl-test
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"dfn {-⍵} monadic negate"
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(rv
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(apl-call-dfn-m
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(dfn (monad "-" (name "⍵")))
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(make-array (list 3) (list 1 2 3))))
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(list -1 -2 -3))
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(apl-test
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"dfn {⍺-⍵} dyadic subtract scalar"
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(rv
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(apl-call-dfn
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(dfn (dyad "-" (name "⍺") (name "⍵")))
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(apl-scalar 10)
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(apl-scalar 3)))
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(list 7))
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(apl-test
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"dfn {⌈⍺,⍵} not used (just verify : missing) — ceiling of right"
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(rv (apl-call-dfn-m (dfn (monad "⌈" (name "⍵"))) (apl-scalar 5)))
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(list 5))
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(apl-test
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"dfn nested dyad"
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(rv
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(apl-call-dfn
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(dfn (dyad "+" (name "⍺") (dyad "×" (name "⍵") (num 2))))
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(apl-scalar 1)
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(apl-scalar 3)))
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(list 7))
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141
lib/apl/transpile.sx
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141
lib/apl/transpile.sx
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@@ -0,0 +1,141 @@
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; APL transpile / AST evaluator
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;
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; Walks parsed AST nodes and evaluates against the runtime.
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; Entry points:
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; apl-eval-ast : node × env → value
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; apl-call-dfn : dfn-ast × ⍺ × ⍵ → value (dyadic)
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; apl-call-dfn-m : dfn-ast × ⍵ → value (monadic)
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;
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; Env is a dict; ⍺ stored under key "alpha", ⍵ under "omega",
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; user names under their literal name. nil means absent.
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(define
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apl-monadic-fn
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(fn
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(g)
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(cond
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((= g "+") apl-plus-m)
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((= g "-") apl-neg-m)
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((= g "×") apl-signum)
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((= g "÷") apl-recip)
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((= g "⌈") apl-ceil)
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((= g "⌊") apl-floor)
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((= g "⍳") apl-iota)
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((= g "|") apl-abs)
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((= g "*") apl-exp)
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((= g "⍟") apl-ln)
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((= g "!") apl-fact)
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((= g "○") apl-pi-times)
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((= g "~") apl-not)
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((= g "≢") apl-tally)
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((= g "⍴") apl-shape)
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((= g "≡") apl-depth)
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((= g "⊂") apl-enclose)
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((= g "⊃") apl-disclose)
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((= g ",") apl-ravel)
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((= g "⌽") apl-reverse)
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((= g "⊖") apl-reverse-first)
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((= g "⍋") apl-grade-up)
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((= g "⍒") apl-grade-down)
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(else (error "no monadic fn for glyph")))))
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(define
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apl-dyadic-fn
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(fn
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(g)
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(cond
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((= g "+") apl-add)
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((= g "-") apl-sub)
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((= g "×") apl-mul)
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((= g "÷") apl-div)
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((= g "⌈") apl-max)
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((= g "⌊") apl-min)
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((= g "*") apl-pow)
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((= g "⍟") apl-log)
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((= g "|") apl-mod)
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((= g "!") apl-binomial)
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((= g "○") apl-trig)
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((= g "<") apl-lt)
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((= g "≤") apl-le)
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((= g "=") apl-eq)
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((= g "≥") apl-ge)
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((= g ">") apl-gt)
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((= g "≠") apl-ne)
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((= g "∧") apl-and)
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((= g "∨") apl-or)
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((= g "⍱") apl-nor)
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((= g "⍲") apl-nand)
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((= g ",") apl-catenate)
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((= g "⍪") apl-catenate-first)
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((= g "⍴") apl-reshape)
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((= g "↑") apl-take)
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((= g "↓") apl-drop)
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((= g "⌷") apl-squad)
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((= g "⌽") apl-rotate)
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((= g "⊖") apl-rotate-first)
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((= g "∊") apl-member)
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((= g "⍳") apl-index-of)
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((= g "~") apl-without)
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(else (error "no dyadic fn for glyph")))))
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(define
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apl-eval-ast
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(fn
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(node env)
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(let
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((tag (first node)))
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(cond
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((= tag :num) (apl-scalar (nth node 1)))
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((= tag :vec)
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(let
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((items (rest node)))
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(let
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((vals (map (fn (n) (apl-eval-ast n env)) items)))
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(make-array
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(list (len vals))
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(map (fn (v) (first (get v :ravel))) vals)))))
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((= tag :name)
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(let
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((nm (nth node 1)))
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(cond
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((= nm "⍺") (get env "alpha"))
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((= nm "⍵") (get env "omega"))
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(else (get env nm)))))
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((= tag :monad)
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(let
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((fn-node (nth node 1)) (arg (nth node 2)))
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(let
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((g (nth fn-node 1)))
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((apl-monadic-fn g) (apl-eval-ast arg env)))))
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((= tag :dyad)
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(let
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((fn-node (nth node 1))
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(lhs (nth node 2))
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(rhs (nth node 3)))
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(let
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((g (nth fn-node 1)))
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((apl-dyadic-fn g)
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(apl-eval-ast lhs env)
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(apl-eval-ast rhs env)))))
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((= tag :program)
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(let
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((stmts (rest node)))
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(reduce (fn (acc s) (apl-eval-ast s env)) nil stmts)))
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((= tag :dfn) node)
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(else (error "apl-eval-ast: unknown node tag"))))))
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(define
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apl-call-dfn
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(fn
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(dfn-ast alpha omega)
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(let
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((stmts (rest dfn-ast)) (env {:omega omega :alpha alpha}))
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(reduce (fn (acc s) (apl-eval-ast s env)) nil stmts))))
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(define
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apl-call-dfn-m
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(fn
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(dfn-ast omega)
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(let
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((stmts (rest dfn-ast)) (env {:omega omega :alpha nil}))
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(reduce (fn (acc s) (apl-eval-ast s env)) nil stmts))))
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@@ -118,6 +118,7 @@ data; format for string templating.
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_Newest first._
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- 2026-05-07: Phase 5 dfn foundation — lib/apl/transpile.sx with apl-eval-ast (handles :num :vec :name :monad :dyad :program :dfn) + glyph→fn lookup tables; apl-call-dfn / apl-call-dfn-m bind ⍺/⍵; ∇/guards/defaults/locals pending; 226/226 tests
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- 2026-05-07: Phase 4 step 10 — at @ (apl-at-replace + apl-at-apply); linear-index lookup, scalar-vals broadcast; 211/211 tests
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- 2026-05-07: Phase 4 step 9 — rank f⍤k (apl-rank); cell decomposition + reassembly via frame/cell shapes; 201/201 tests
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- 2026-05-06: Phase 4 step 8 — power f⍣n (apl-power) + fixed-point f⍣≡ (apl-power-fixed); 191/191 tests
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