package merlin-lib
Merlin's libraries
Install
Dune Dependency
Authors
Maintainers
Sources
merlin-5.5-503.tbz
sha256=67da3b34f2fea07678267309f61da4a2c6f08298de0dc59655b8d30fd8269af1
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doc/src/merlin-lib.ocaml_typing/errortrace.ml.html
Source file errortrace.ml
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(**************************************************************************) (* *) (* OCaml *) (* *) (* Florian Angeletti, projet Cambium, Inria Paris *) (* Antal Spector-Zabusky, Jane Street, New York *) (* *) (* Copyright 2018 Institut National de Recherche en Informatique et *) (* en Automatique. *) (* Copyright 2021 Jane Street Group LLC *) (* *) (* All rights reserved. This file is distributed under the terms of *) (* the GNU Lesser General Public License version 2.1, with the *) (* special exception on linking described in the file LICENSE. *) (* *) (**************************************************************************) open Types open Format_doc type position = First | Second let swap_position = function | First -> Second | Second -> First let print_pos ppf = function | First -> fprintf ppf "first" | Second -> fprintf ppf "second" type expanded_type = { ty: type_expr; expanded: type_expr } let trivial_expansion ty = { ty; expanded = ty } type 'a diff = { got: 'a; expected: 'a } let map_diff f r = (* ordering is often meaningful when dealing with type_expr *) let got = f r.got in let expected = f r.expected in { got; expected } let swap_diff x = { got = x.expected; expected = x.got } type 'a escape_kind = | Constructor of Path.t | Univ of type_expr (* The type_expr argument of [Univ] is always a [Tunivar _], we keep a [type_expr] to track renaming in {!Printtyp} *) | Self | Module_type of Path.t | Equation of 'a | Constraint type 'a escape = { kind : 'a escape_kind; context : type_expr option } let map_escape f esc = {esc with kind = match esc.kind with | Equation eq -> Equation (f eq) | (Constructor _ | Univ _ | Self | Module_type _ | Constraint) as c -> c} let explain trace f = let rec explain = function | [] -> None | [h] -> f ~prev:None h | h :: (prev :: _ as rem) -> match f ~prev:(Some prev) h with | Some _ as m -> m | None -> explain rem in explain (List.rev trace) (* Type indices *) type unification = private Unification type comparison = private Comparison type fixed_row_case = | Cannot_be_closed type 'variety variant = (* Common *) | Incompatible_types_for : string -> _ variant (* Unification *) | No_intersection : unification variant | Fixed_row : position * fixed_row_case * fixed_explanation -> unification variant (* Equality & Moregen *) | Presence_not_guaranteed_for : position * string -> comparison variant | Openness : position (* Always [Second] for Moregen *) -> comparison variant type 'variety obj = (* Common *) | Missing_field : position * string -> _ obj | Abstract_row : position -> _ obj (* Unification *) | Self_cannot_be_closed : unification obj type first_class_module = | Package_cannot_scrape of Path.t | Package_inclusion of Format_doc.doc | Package_coercion of Format_doc.doc type ('a, 'variety) elt = (* Common *) | Diff : 'a diff -> ('a, _) elt | Variant : 'variety variant -> ('a, 'variety) elt | Obj : 'variety obj -> ('a, 'variety) elt | Escape : 'a escape -> ('a, _) elt | Function_label_mismatch of Asttypes.arg_label diff | Incompatible_fields : { name:string; diff: type_expr diff } -> ('a, _) elt (* Could move [Incompatible_fields] into [obj] *) | First_class_module: first_class_module -> ('a,_) elt (* Unification & Moregen; included in Equality for simplicity *) | Rec_occur : type_expr * type_expr -> ('a, _) elt type ('a, 'variety) t = ('a, 'variety) elt list type 'variety trace = (type_expr, 'variety) t type 'variety error = (expanded_type, 'variety) t let map_desc f { ty; expanded } = let ty = f ty in let expanded = f expanded in { ty; expanded } let map_elt (type variety) f : ('a, variety) elt -> ('b, variety) elt = function | Diff x -> Diff (map_diff f x) | Escape {kind = Equation x; context} -> Escape { kind = Equation (f x); context } | Escape {kind = (Univ _ | Self | Constructor _ | Module_type _ | Constraint); _} | Variant _ | Obj _ | Function_label_mismatch _ | Incompatible_fields _ | Rec_occur (_, _) | First_class_module _ as x -> x let map f t = List.map (map_elt f) t let map_types f = map (map_desc f) let incompatible_fields ~name ~got ~expected = Incompatible_fields { name; diff={got; expected} } let swap_elt (type variety) : ('a, variety) elt -> ('a, variety) elt = function | Diff x -> Diff (swap_diff x) | Incompatible_fields { name; diff } -> Incompatible_fields { name; diff = swap_diff diff} | Obj (Missing_field(pos,s)) -> Obj (Missing_field(swap_position pos,s)) | Obj (Abstract_row pos) -> Obj (Abstract_row (swap_position pos)) | Variant (Fixed_row(pos,k,f)) -> Variant (Fixed_row(swap_position pos,k,f)) | Variant (No_tags(pos,f)) -> Variant (No_tags(swap_position pos,f)) | x -> x let swap_trace e = List.map swap_elt e type unification_error = { trace : unification error } [@@unboxed] type equality_error = { trace : comparison error; subst : (type_expr * type_expr) list } type moregen_error = { trace : comparison error } [@@unboxed] let unification_error ~trace : unification_error = assert (trace <> []); { trace } let equality_error ~trace ~subst : equality_error = assert (trace <> []); { trace; subst } let moregen_error ~trace : moregen_error = assert (trace <> []); { trace } type comparison_error = | Equality_error of equality_error | Moregen_error of moregen_error let swap_unification_error ({trace} : unification_error) = ({trace = swap_trace trace} : unification_error) module Subtype = struct type 'a elt = | Diff of 'a diff type 'a t = 'a elt list type trace = type_expr t type error_trace = expanded_type t type unification_error_trace = unification error (** To avoid shadowing *) type nonrec error = { trace : error_trace ; unification_trace : unification error } let error ~trace ~unification_trace = assert (trace <> []); { trace; unification_trace } let map_elt f = function | Diff x -> Diff (map_diff f x) let map f t = List.map (map_elt f) t let map_desc f { ty; expanded } = let ty = f ty in let expanded = f expanded in { ty; expanded } let map_types f = map (map_desc f) end
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