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f162f6e9bd
and add some sanity-checks for consistency of used modules w.r.t. actually loaded modules.
134 lines
4.1 KiB
OCaml
134 lines
4.1 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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Nicolas Chataing <nicolas.chataing@ens.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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(** Abstract syntax tree of the desugared representation *)
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open Catala_utils
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open Shared_ast
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(** Inside a scope, a definition can refer either to a scope def, or a subscope
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def *)
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module ScopeDef : sig
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type t =
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| Var of ScopeVar.t * StateName.t option
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| SubScopeVar of SubScopeName.t * ScopeVar.t * Pos.t
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val compare : t -> t -> int
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val get_position : t -> Pos.t
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val format : Format.formatter -> t -> unit
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val hash : t -> int
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module Map : Map.S with type key = t
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module Set : Set.S with type elt = t
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end
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module AssertionName : Uid.Id with type info = Uid.MarkedString.info
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(** {1 AST} *)
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(** {2 Expressions} *)
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type expr = (desugared, untyped) gexpr
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(** See {!type:Shared_ast.naked_gexpr} for the complete definition *)
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type location = desugared glocation
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module LocationSet : Set.S with type elt = location Mark.pos
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module ExprMap : Map.S with type key = expr
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(** {2 Rules and scopes}*)
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type exception_situation =
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| BaseCase
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| ExceptionToLabel of LabelName.t Mark.pos
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| ExceptionToRule of RuleName.t Mark.pos
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type label_situation = ExplicitlyLabeled of LabelName.t Mark.pos | Unlabeled
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type rule = {
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rule_id : RuleName.t;
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rule_just : expr boxed;
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rule_cons : expr boxed;
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rule_parameter : (expr Var.t Mark.pos * typ) list Mark.pos option;
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rule_exception : exception_situation;
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rule_label : label_situation;
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}
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module Rule : Set.OrderedType with type t = rule
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val empty_rule :
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Pos.t -> (Uid.MarkedString.info * typ) list Mark.pos option -> rule
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val always_false_rule :
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Pos.t -> (Uid.MarkedString.info * typ) list Mark.pos option -> rule
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type assertion = expr boxed
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type variation_typ = Increasing | Decreasing
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type reference_typ = Decree | Law
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type catala_option = DateRounding of variation_typ
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type meta_assertion =
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| FixedBy of reference_typ Mark.pos
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| VariesWith of unit * variation_typ Mark.pos option
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type io = {
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io_output : bool Mark.pos;
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(** [true] is present in the output of the scope. *)
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io_input : Runtime.io_input Mark.pos;
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}
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(** Characterization of the input/output status of a scope variable. *)
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type scope_def = {
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scope_def_rules : rule RuleName.Map.t;
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scope_def_typ : typ;
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scope_def_parameters :
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(Uid.MarkedString.info * Shared_ast.typ) list Mark.pos option;
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scope_def_is_condition : bool;
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scope_def_io : io;
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}
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type var_or_states = WholeVar | States of StateName.t list
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type scope = {
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scope_vars : var_or_states ScopeVar.Map.t;
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scope_sub_scopes : ScopeName.t SubScopeName.Map.t;
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scope_uid : ScopeName.t;
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scope_defs : scope_def ScopeDef.Map.t;
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scope_assertions : assertion AssertionName.Map.t;
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scope_options : catala_option Mark.pos list;
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scope_meta_assertions : meta_assertion list;
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}
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type program = {
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program_module_name : ModuleName.t option;
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program_scopes : scope ScopeName.Map.t;
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program_topdefs : (expr option * typ) TopdefName.Map.t;
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program_ctx : decl_ctx;
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program_modules : program ModuleName.Map.t;
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program_lang : Cli.backend_lang;
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}
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(** {1 Helpers} *)
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val locations_used : expr -> LocationSet.t
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val free_variables : rule RuleName.Map.t -> Pos.t ScopeDef.Map.t
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val fold_exprs : f:('a -> expr -> 'a) -> init:'a -> program -> 'a
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(** Usage: [fold_exprs ~f ~init program] applies ~f to all the expressions
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inside rules (justifications and consequences), expressions and top-level
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definitions of the program. Note that there may be free variables in these
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expressions. *)
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