mirror of
https://github.com/CatalaLang/catala.git
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870716a3f8
allowing a safer way to translate types both in expressions and annotations, and clarifying the code of the dcalc->lcalc translation
183 lines
6.6 KiB
OCaml
183 lines
6.6 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 translate_mark m = Expr.map_ty translate_typ m
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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 pos = Expr.mark_pos mark_default in
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let exceptions = List.map translate_expr exceptions in
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let exceptions_and_cons_ty = Expr.maybe_ty mark_default in
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Expr.eappop ~op:Op.HandleDefaultOpt
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~tys:
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[
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TArray exceptions_and_cons_ty, pos;
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TArrow ([TLit TUnit, pos], (TLit TBool, pos)), pos;
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TArrow ([TLit TUnit, pos], exceptions_and_cons_ty), pos;
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]
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~args:
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[
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Expr.earray exceptions
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(Expr.map_ty (fun ty -> TArray ty, pos) 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 every
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exceptions, we need to thunk them. *)
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Expr.thunk_term (translate_expr just);
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Expr.thunk_term (translate_expr cons);
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]
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mark_default
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and translate_expr (e : 'm D.expr) : 'm A.expr boxed =
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match e with
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| EEmptyError, m ->
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let m = translate_mark m in
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let pos = Expr.mark_pos m in
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Expr.einj
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~e:(Expr.elit LUnit (Expr.with_ty m (TLit TUnit, pos)))
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~cons:Expr.none_constr ~name:Expr.option_enum m
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| EErrorOnEmpty arg, m ->
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let m = translate_mark m in
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let pos = Expr.mark_pos m in
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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.make_abs [| x |]
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(Expr.eraise NoValueProvided m)
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[TAny, pos]
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pos );
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(* | None x -> raise NoValueProvided *)
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Expr.some_constr, Expr.fun_id ~var_name:"arg" m (* | 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 m
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| EDefault { excepts; just; cons }, m ->
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translate_default excepts just cons (translate_mark m)
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| EPureDefault e, m ->
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Expr.einj ~e:(translate_expr e) ~cons:Expr.some_constr
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~name:Expr.option_enum (translate_mark m)
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| EAppOp { op; tys; args }, m ->
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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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(translate_mark m)
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| ( ( ELit _ | EArray _ | EVar _ | EApp _ | EAbs _ | EExternal _
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| EIfThenElse _ | ETuple _ | ETupleAccess _ | EInj _ | EAssert _
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| EStruct _ | EStructAccess _ | EMatch _ ),
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_ ) as e ->
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Expr.map ~f:translate_expr ~typ:translate_typ e
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| _ -> .
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let translate_scope_body_expr
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(scope_body_expr : (dcalc, 'm) gexpr scope_body_expr) :
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(lcalc, 'm) gexpr 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 : 'm D.program) : 'm A.program =
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let code_items = Bindlib.unbox (translate_code_items prg.code_items) in
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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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