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2823795f9f
As part of making tuples first-class citizens, expliciting the arity upon function application was needed (so that a function of two args can transparently -- in the surface language -- be applied to either two arguments or a pair). It was decided to actually explicit the whole type of arguments because the cost is the same, and this is consistent with lambda definitions. A related change done here is the replacement of the `EOp` node for operators by an "operator application" `EAppOp` node, enforcing a pervasive invariant that operators are always directly applied. This makes matches terser, and highlights the fact that the treatment of operator application is almost always different from function application in practice.
183 lines
6.7 KiB
OCaml
183 lines
6.7 KiB
OCaml
(* This file is part of the Catala compiler, a specification language for tax
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and social benefits computation rules. Copyright (C) 2020 Inria, contributor:
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Alain Delaët-Tixeuil <alain.delaet--tixeuil@inria.fr>
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Licensed under the Apache License, Version 2.0 (the "License"); you may not
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use this file except in compliance with the License. You may obtain a copy of
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the License at
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http://www.apache.org/licenses/LICENSE-2.0
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Unless required by applicable law or agreed to in writing, software
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distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
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WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. See the
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License for the specific language governing permissions and limitations under
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the License. *)
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open Catala_utils
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open Shared_ast
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module D = Dcalc.Ast
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module A = Ast
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(** We make use of the strong invriants on the structure of programs:
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Defaultable values can only appear in certin positions. This information is
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given by the type structure of expressions. In particular this mean we don't
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need to use the monadic bind while computing arithmetic opertions or
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function calls. The resulting function is not more difficult than what we
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had when translating without exceptions.
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The typing translation is to simply trnsform defult type into option types. *)
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let rec translate_typ (tau : typ) : typ =
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Mark.copy tau
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begin
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match Mark.remove tau with
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| TDefault t -> TOption (translate_typ t)
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| TLit l -> TLit l
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| TTuple ts -> TTuple (List.map translate_typ ts)
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| TStruct s -> TStruct s
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| TEnum en -> TEnum en
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| TOption _ ->
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Message.raise_internal_error
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"The types option should not appear before the dcalc -> lcalc \
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translation step."
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| TClosureEnv ->
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Message.raise_internal_error
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"The types closure_env should not appear before the dcalc -> lcalc \
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translation step."
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| TAny -> TAny
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| TArray ts -> TArray (translate_typ ts)
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| TArrow (t1, t2) -> TArrow (List.map translate_typ t1, translate_typ t2)
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end
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let rec translate_default
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(exceptions : 'm D.expr list)
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(just : 'm D.expr)
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(cons : 'm D.expr)
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(mark_default : 'm mark) : 'm A.expr boxed =
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(* Since the program is well typed, all exceptions have as type [option 't] *)
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let exceptions = List.map translate_expr exceptions in
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let pos = Expr.mark_pos mark_default in
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let exceptions =
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Expr.eappop ~op:Op.HandleDefaultOpt
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~tys:[TAny, pos; TAny, pos; TAny, pos]
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~args:
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[
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Expr.earray exceptions mark_default;
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(* In call-by-value programming languages, as lcalc, arguments are
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evalulated before calling the function. Since we don't want to
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execute the justification and conclusion while before checking
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every exceptions, we need to thunk them. *)
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Expr.thunk_term (translate_expr just) (Mark.get just);
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Expr.thunk_term (translate_expr cons) (Mark.get cons);
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]
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mark_default
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in
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exceptions
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and translate_expr (e : 'm D.expr) : 'm A.expr boxed =
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let mark = Mark.get e in
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match Mark.remove e with
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| EEmptyError ->
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Expr.einj ~e:(Expr.elit LUnit mark) ~cons:Expr.none_constr
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~name:Expr.option_enum mark
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| EErrorOnEmpty arg ->
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let cases =
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EnumConstructor.Map.of_list
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[
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( Expr.none_constr,
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let x = Var.make "_" in
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Expr.eabs
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(Expr.bind [| x |] (Expr.eraise NoValueProvided mark))
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[TAny, Expr.mark_pos mark]
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mark );
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(* | None x -> raise NoValueProvided *)
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Expr.some_constr, Expr.fun_id ~var_name:"arg" mark (* | Some x -> x*);
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]
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in
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Expr.ematch ~e:(translate_expr arg) ~name:Expr.option_enum ~cases mark
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| EDefault { excepts; just; cons } ->
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translate_default excepts just cons (Mark.get e)
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| EPureDefault e ->
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Expr.einj ~e:(translate_expr e) ~cons:Expr.some_constr
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~name:Expr.option_enum mark
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(* As we need to translate types as well as terms, we cannot simply use
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[Expr.map] for terms that contains types. *)
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| EAppOp { op; tys; args } ->
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Expr.eappop ~op:(Operator.translate op)
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~tys:(List.map translate_typ tys)
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~args:(List.map translate_expr args)
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mark
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| EAbs { binder; tys } ->
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let vars, body = Bindlib.unmbind binder in
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let body = translate_expr body in
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let binder = Expr.bind (Array.map Var.translate vars) body in
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let tys = List.map translate_typ tys in
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Expr.eabs binder tys mark
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| ( ELit _ | EApp _ | EArray _ | EVar _ | EExternal _ | EIfThenElse _
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| ETuple _ | ETupleAccess _ | EInj _ | EAssert _ | EStruct _
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| EStructAccess _ | EMatch _ ) as e ->
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Expr.map ~f:translate_expr (Mark.add mark e)
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| _ -> .
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let translate_scope_body_expr (scope_body_expr : 'expr1 scope_body_expr) :
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'expr2 scope_body_expr Bindlib.box =
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Scope.fold_right_lets
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~f:(fun scope_let var_next acc ->
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Bindlib.box_apply2
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(fun scope_let_next scope_let_expr ->
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ScopeLet
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{
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scope_let with
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scope_let_next;
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scope_let_expr;
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scope_let_typ = translate_typ scope_let.scope_let_typ;
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})
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(Bindlib.bind_var (Var.translate var_next) acc)
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(Expr.Box.lift (translate_expr scope_let.scope_let_expr)))
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~init:(fun res ->
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Bindlib.box_apply
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(fun res -> Result res)
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(Expr.Box.lift (translate_expr res)))
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scope_body_expr
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let translate_code_items scopes =
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let f = function
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| ScopeDef (name, body) ->
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let scope_input_var, scope_lets = Bindlib.unbind body.scope_body_expr in
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let new_body_expr = translate_scope_body_expr scope_lets in
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let new_body_expr =
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Bindlib.bind_var (Var.translate scope_input_var) new_body_expr
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in
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Bindlib.box_apply
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(fun scope_body_expr -> ScopeDef (name, { body with scope_body_expr }))
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new_body_expr
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| Topdef (name, typ, expr) ->
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Bindlib.box_apply
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(fun e -> Topdef (name, typ, e))
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(Expr.Box.lift (translate_expr expr))
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in
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Scope.map ~f ~varf:Var.translate scopes
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let translate_program (prg : typed D.program) : untyped A.program =
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Program.untype
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@@ Bindlib.unbox
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@@ Bindlib.box_apply
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(fun code_items ->
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let ctx_enums =
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EnumName.Map.map
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(EnumConstructor.Map.map translate_typ)
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prg.decl_ctx.ctx_enums
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in
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let ctx_structs =
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StructName.Map.map
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(StructField.Map.map translate_typ)
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prg.decl_ctx.ctx_structs
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in
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{
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prg with
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code_items;
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decl_ctx = { prg.decl_ctx with ctx_enums; ctx_structs };
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})
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(translate_code_items prg.code_items)
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