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|
(************************************************************************)
(* v * The Coq Proof Assistant / The Coq Development Team *)
(* <O___,, * INRIA - CNRS - LIX - LRI - PPS - Copyright 1999-2016 *)
(* \VV/ **************************************************************)
(* // * This file is distributed under the terms of the *)
(* * GNU Lesser General Public License Version 2.1 *)
(************************************************************************)
module type S = sig
type node
module NodeSet : Set.S with type elt = node
type ('edge,'info,'cdata) t
val empty : ('e,'i,'d) t
val add_edge : ('e,'i,'d) t -> node -> 'e -> node -> ('e,'i,'d) t
val from_node : ('e,'i,'d) t -> node -> (node * 'e) list
val mem : ('e,'i,'d) t -> node -> bool
val del_edge : ('e,'i,'d) t -> node -> node -> ('e,'i,'d) t
val del_nodes : ('e,'i,'d) t -> NodeSet.t -> ('e,'i,'d) t
val all_nodes : ('e,'i,'d) t -> NodeSet.t
val get_info : ('e,'i,'d) t -> node -> 'i option
val set_info : ('e,'i,'d) t -> node -> 'i -> ('e,'i,'d) t
val clear_info : ('e,'i,'d) t -> node -> ('e,'i,'d) t
(* A property applies to a set of nodes and holds some data.
Stm uses this feature to group nodes contributing to the same proofs and
to structure proofs in boxes limiting the scope of errors *)
module Property :
sig
type 'd t
val equal : 'd t -> 'd t -> bool
val compare : 'd t -> 'd t -> int
val to_string : 'd t -> string
val data : 'd t -> 'd
val having_it : 'd t -> NodeSet.t
end
val create_property : ('e,'i,'d) t -> node list -> 'd -> ('e,'i,'d) t
val property_of : ('e,'i,'d) t -> node -> 'd Property.t list
val del_property : ('e,'i,'d) t -> 'd Property.t -> ('e,'i,'d) t
val iter : ('e,'i,'d) t ->
(node -> 'd Property.t list -> 'i option ->
(node * 'e) list -> unit) -> unit
end
module Make(OT : Map.OrderedType) : S
with type node = OT.t
and type NodeSet.t = Set.Make(OT).t
and type NodeSet.elt = OT.t
|
