ca105b189c1e70919efe86232915ba0c3bc43a385efa48a3c3269c5a17309e48.tri (10771B)
1 !import prelude * 2 !import parser * 3 !import source_core * 4 !import source_ast * 5 !import source_compile * 6 !import source_resolve * 7 !import source_program * 8 !import source_order * 9 !export stableTermApply 10 !export stableApplication 11 !export stableBracket 12 !export stableEliminate 13 !export stableI 14 !export stableSelf 15 !export stableWait 16 !export stableWaitSelf 17 !export stableFix 18 !export stableBind 19 !export stableCompileCore 20 !export sourceDefinitionSelfRecursive 21 !export sourceRecursiveFunction 22 !export sourceRecursiveBody 23 !export sourceStablePrepare 24 !export orderStableProgram 25 !export sourceCompileStableDefinition 26 27 -- Stable native abstraction backend. Selected explicitly by the unit/build API. 28 -- Barry Jay, Reflective Programs in Tree Calculus, sections 4.2, 4.4-4.5. 29 30 -- Fold only constructor applications whose operands are literal trees. Leaf 31 -- and Stem functions construct Stem/Fork without reducing a redex. Never fold 32 -- a Fork function here: that would reintroduce the closed-body hazard. Packing 33 -- these generated trees avoids re-abstracting their syntax at every binder. 34 stableTermApply function argument location = (lazyBool 35 (_ : triage 36 (sourceTermLiteral (t (sourceTermPayload argument)) location) 37 (child : sourceTermLiteral (t child (sourceTermPayload argument)) location) 38 (_ _ : sourceTermApply function argument location) 39 (sourceTermPayload function)) 40 (_ : sourceTermApply function argument location) 41 (and? (equal? (sourceTermKind function) 1) (equal? (sourceTermKind argument) 1))) 42 43 -- tricu's stem rule is t (t a) b c = a c (b c), unlike the book's 44 -- reversed b c (a c). Thus [x](u v) = t (t ([x]u)) ([x]v). 45 -- The annotated path below may prune independent constructor-only subtrees. 46 -- Literal payloads are represented trees, not deferred applications. 47 stableApplication left right location = (stableTermApply 48 (stableTermApply (sourceTermLiteral t location) 49 (stableTermApply (sourceTermLiteral t location) left location) location) 50 right location) 51 52 -- Internal annotated residual: ((shape, minimum-free-index+1), ordinary node). 53 -- Its application children are annotated, not ordinary sourceTerm values. 54 -- Metadata is maintained as nodes are built, never by scanning a subtree at 55 -- each bracket visit. A zero minimum denotes a closed subtree; one means the 56 -- binder being eliminated occurs. Any larger minimum shifts down by one when 57 -- removing an unused binder. Literal payloads are already represented trees. 58 -- Shape certificates permit only Leaf/Stem construction with certified 59 -- arguments. A variable is an opaque value, never a known callable shape. 60 -- Fork applications, unknown calls and constructors containing computations 61 -- remain residual; neither binder independence alone nor eta is sufficient. 62 -- The ordinary residual API is restored at the public boundary. Keep both 63 -- shape and dependency summaries out of executable trees and diagnostics. 64 -- Zero bound means closed. Shapes: 0 computation, 1 Leaf, 2 Stem, 65 -- 3 Fork, 4 opaque variable. Application children carry annotations too. 66 stableCachedNode kind payload location shape bound = 67 pair (pair shape bound) (sourceTermNode kind payload location) 68 stableCachedShape node = fst (fst node) 69 stableCachedBound node = snd (fst node) 70 stableCachedKind node = sourceTermKind (snd node) 71 stableCachedPayload node = sourceTermPayload (snd node) 72 stableCachedLocation node = sourceTermLocation (snd node) 73 stableCachedLiteral tree location = stableCachedNode 1 tree location (triage 1 (_ : 2) (_ _ : 3) tree) 0 74 stableCachedVariable index location = stableCachedNode 2 index location 4 (succ index) 75 stableCachedMin left right = lazyBool (_ : right) 76 (_ : lazyBool (_ : left) 77 (_ : lazyBool (_ : left) (_ : right) (lte_? left right)) 78 (isZero_? right)) (isZero_? left) 79 stableCachedRawApply function argument location = (let shape = stableCachedShape function in 80 stableCachedNode 3 (pair function argument) location 81 (lazyBool 82 (_ : lazyBool (_ : 0) (_ : succ shape) (isZero_? (stableCachedShape argument))) 83 (_ : 0) (or? (equal? shape 1) (equal? shape 2))) 84 (stableCachedMin (stableCachedBound function) (stableCachedBound argument))) 85 stableCachedApply function argument location = lazyBool 86 (_ : triage 87 (stableCachedLiteral (t (stableCachedPayload argument)) location) 88 (child : stableCachedLiteral (t child (stableCachedPayload argument)) location) 89 (_ _ : stableCachedRawApply function argument location) 90 (stableCachedPayload function)) 91 (_ : stableCachedRawApply function argument location) 92 (and? (equal? (stableCachedKind function) 1) (equal? (stableCachedKind argument) 1)) 93 stableCachedApplication left right location = stableCachedApply 94 (stableCachedApply (stableCachedLiteral t location) (stableCachedApply (stableCachedLiteral t location) left location) location) 95 right location 96 -- Precondition: the current binder is absent (minimum is not one). 97 -- Closed subtrees need neither shifting nor copying. Remaining metadata can 98 -- be shifted directly: no shape or dependency traversal is needed here. 99 stableCachedLower term = lazyBool 100 (_ : term) 101 (_ : case stableCachedKind term of 102 2 = stableCachedVariable (pred_ (stableCachedPayload term)) (stableCachedLocation term) 103 3 = stableCachedNode 3 (pair (stableCachedLower (fst (stableCachedPayload term))) (stableCachedLower (snd (stableCachedPayload term)))) 104 (stableCachedLocation term) (stableCachedShape term) (pred_ (stableCachedBound term)) 105 _ = term) 106 (isZero_? (stableCachedBound term)) 107 stableCachedBracket term = case stableCachedKind term of 108 1 = stableCachedApply (stableCachedLiteral sourceCombK (stableCachedLocation term)) term (stableCachedLocation term) 109 2 = lazyBool 110 (_ : stableCachedLiteral sourceCombI (stableCachedLocation term)) 111 (_ : stableCachedApply (stableCachedLiteral sourceCombK (stableCachedLocation term)) 112 (stableCachedVariable (pred_ (stableCachedPayload term)) (stableCachedLocation term)) (stableCachedLocation term)) 113 (isZero_? (stableCachedPayload term)) 114 3 = lazyBool 115 (_ : stableCachedApply (stableCachedLiteral sourceCombK (stableCachedLocation term)) (stableCachedLower term) (stableCachedLocation term)) 116 (_ : stableCachedApplication (stableCachedBracket (fst (stableCachedPayload term))) 117 (stableCachedBracket (snd (stableCachedPayload term))) (stableCachedLocation term)) 118 (and? (not? (equal? (stableCachedBound term) 1)) (not? (isZero_? (stableCachedShape term)))) 119 _ = term 120 stableCachedFromPlain term = case sourceTermKind term of 121 1 = stableCachedLiteral (sourceTermPayload term) (sourceTermLocation term) 122 2 = stableCachedVariable (sourceTermPayload term) (sourceTermLocation term) 123 3 = stableCachedRawApply (stableCachedFromPlain (fst (sourceTermPayload term))) 124 (stableCachedFromPlain (snd (sourceTermPayload term))) (sourceTermLocation term) 125 _ = stableCachedNode (sourceTermKind term) (sourceTermPayload term) (sourceTermLocation term) 0 0 126 stableCachedToPlain term = case stableCachedKind term of 127 3 = sourceTermApply (stableCachedToPlain (fst (stableCachedPayload term))) 128 (stableCachedToPlain (snd (stableCachedPayload term))) (stableCachedLocation term) 129 _ = snd term 130 stableCachedEliminate node = case sourceCoreKind node of 131 1 = stableCachedLiteral t (sourceCoreStart node) 132 2 = stableCachedVariable (sourceCorePayload node) (sourceCoreStart node) 133 3 = stableCachedApply (stableCachedEliminate (fst (sourceCorePayload node))) 134 (stableCachedEliminate (snd (sourceCorePayload node))) (sourceCoreStart node) 135 4 = stableCachedBracket (stableCachedEliminate (sourceCorePayload node)) 136 5 = stableCachedLiteral (sourceCorePayload node) (sourceCoreStart node) 137 6 = stableCachedLiteral (sourceCorePayload node) (sourceCoreStart node) 138 7 = stableCachedLiteral (sourceCorePayload node) (sourceCoreStart node) 139 8 = (let rec elements pending = (lazyList 140 (_ : stableCachedLiteral t (sourceCoreStart node)) 141 (head rest : stableCachedRawApply 142 (stableCachedRawApply (stableCachedLiteral t (sourceCoreStart node)) (stableCachedEliminate head) (sourceCoreStart node)) 143 (elements rest) (sourceCoreStart node)) pending) 144 in elements (sourceCorePayload node)) 145 _ = stableCachedNode 4 node (sourceCoreStart node) 0 0 146 stableBracket term = stableCachedToPlain (stableCachedBracket (stableCachedFromPlain term)) 147 stableEliminate node = stableCachedToPlain (stableCachedEliminate node) 148 149 -- Native wait and Z, with self-first workers: Z f x = f (Z f) x. 150 -- All applications below construct trees out of already-normal arguments. 151 stableI = sourceCoreFixI 152 stableSelf = sourceCoreFixSelf 153 stableWait = sourceCoreFixWait 154 stableWaitSelf = sourceCoreFixWaitSelf 155 stableFix = sourceCoreFix 156 157 stableBind result next = lazyResult (problem rest : err problem rest) (value unused : next value) result 158 stableCompileCore core = sourceRunTerm (stableEliminate core) 159 160 -- Determine self-reference with the ordinary lexical free-name traversal. A 161 -- parameter/local/pattern capture of the same spelling is not recursion. 162 sourceDefinitionSelfRecursive definition = (lazyMaybe (_ : false) (_ : true) 163 (sourceFindBinder (map sourceAstPayload (sourceFreeNames (sourceDefinitionBody definition))) 164 (sourceDefinitionName definition))) 165 166 sourceRecursiveFunction = sourceAstFunction? 167 sourceRecursiveBody definition = sourceAstLambda (fst definition) (sourceDefinitionBody definition) 168 169 -- Wrap self only for ordering; compile the original definitions below. This 170 -- retains existing missing-name, duplicate, equation and mutual-cycle checks. 171 sourceStablePrepare definitions = (lazyList (_ : ok [] t) 172 (definition rest : stableBind 173 (lazyBool 174 (_ : lazyBool 175 (_ : ok (pair (fst definition) (sourceRecursiveBody definition)) t) 176 (_ : err (parserDiagnostic 48 "recursive function requires parameters" 177 (sourceDefinitionName definition) (sourceDefinitionPosition definition) t) definition) 178 (sourceRecursiveFunction (sourceDefinitionBody definition))) 179 (_ : ok definition t) (sourceDefinitionSelfRecursive definition)) 180 (prepared : stableBind (sourceStablePrepare rest) (remaining : ok (pair prepared remaining) t))) 181 definitions) 182 orderStableProgram environment program = (stableBind 183 (sourceStablePrepare (sourceProgramDefinitions program)) 184 (definitions : orderGateProgram environment (pair definitions (sourceProgramFinal program)))) 185 186 sourceCompileStableDefinition environment definition = (let recursive = sourceDefinitionSelfRecursive definition in 187 stableBind (resolveStableGateAst environment (lazyBool 188 (_ : sourceRecursiveBody definition) (_ : sourceDefinitionBody definition) recursive)) 189 (core : stableBind (stableCompileCore core) 190 (tree : ok (lazyBool (_ : stableFix tree) (_ : tree) recursive) t))) 191