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open Containers
module Map = Name.Map
type t = Relation.t Map.t
let equal dom1 dom2 = Map.equal Relation.equal dom1 dom2
let empty = Map.empty
let mem = Map.mem
let add name rel domain =
assert (not @@ Map.mem name domain);
Map.add name rel domain
let get_exn = Map.find
let get = Map.get
let to_list = Map.to_list
let of_list = Map.of_list
let univ_atoms domain =
let open Relation in
let open Scope in
match get_exn Name.univ domain with
| Const { scope; _ } ->
(match scope with Exact b -> b | Inexact _ -> assert false)
| Var _ ->
assert false
| exception Not_found ->
assert false
let pp out rels =
Fmtc.(
vbox
@@ Map.pp
~sep:" "
~arrow:" : "
~start:""
~stop:""
(styled `Cyan Name.pp)
(Relation.pp ~print_name:false))
out
rels
let must name domain =
assert (mem name domain);
get_exn name domain |> Relation.scope |> Scope.must
let may name domain =
assert (mem name domain);
get_exn name domain |> Relation.scope |> Scope.may
let sup name domain =
assert (mem name domain);
get_exn name domain |> Relation.scope |> Scope.sup
let musts ?(with_univ_and_ident = true) domain =
( if with_univ_and_ident
then domain
else domain |> Map.remove Name.univ |> Map.remove Name.iden )
|> Map.map Relation.must
|> to_list
let arities = Fun.(Map.map Relation.arity %> to_list)
let update_domain_with_instance domain instance =
let module R = Relation in
let module I = Instance in
let relation_of_instance_item inst_item rel =
assert (R.is_const rel);
R.const (R.name rel) (R.arity rel) (Scope.exact inst_item)
in
let keep_instance __name = function
| `Both (dom_entry, inst_entry) ->
Some (relation_of_instance_item inst_entry dom_entry)
| `Left dom_entry ->
Some dom_entry
| `Right _ ->
assert false
in
Map.merge_safe ~f:keep_instance domain (Instance.to_map instance)
let rename atom_renaming name_renaming domain =
to_list domain
|> List.map (fun (name, rel) ->
( List.assoc ~eq:Name.equal name name_renaming
, Relation.rename atom_renaming name_renaming rel ))
|> of_list
module P = Intf.Print.Mixin (struct
type nonrec t = t
let pp = pp
end)
include P