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|
(************************************************************************)
(* v * The Coq Proof Assistant / The Coq Development Team *)
(* <O___,, * INRIA - CNRS - LIX - LRI - PPS - Copyright 1999-2010 *)
(* \VV/ **************************************************************)
(* // * This file is distributed under the terms of the *)
(* * GNU Lesser General Public License Version 2.1 *)
(************************************************************************)
(*i $Id$ i*)
(*s Identifiers *)
type identifier
type name = Name of identifier | Anonymous
(* Parsing and printing of identifiers *)
val string_of_id : identifier -> string
val id_of_string : string -> identifier
val id_ord : identifier -> identifier -> int
(* Identifiers sets and maps *)
module Idset : Set.S with type elt = identifier
module Idpred : Predicate.S with type elt = identifier
module Idmap : Map.S with type key = identifier
(*s Directory paths = section names paths *)
type module_ident = identifier
module ModIdmap : Map.S with type key = module_ident
type dir_path
(* Inner modules idents on top of list (to improve sharing).
For instance: A.B.C is ["C";"B";"A"] *)
val make_dirpath : module_ident list -> dir_path
val repr_dirpath : dir_path -> module_ident list
val empty_dirpath : dir_path
(* Printing of directory paths as ["coq_root.module.submodule"] *)
val string_of_dirpath : dir_path -> string
type label
(*s Unique names for bound modules *)
type mod_bound_id
(* The first argument is a file name - to prevent conflict between
different files *)
val make_mbid : dir_path -> string -> mod_bound_id
val repr_mbid : mod_bound_id -> int * string * dir_path
val id_of_mbid : mod_bound_id -> identifier
val label_of_mbid : mod_bound_id -> label
val debug_string_of_mbid : mod_bound_id -> string
val string_of_mbid : mod_bound_id -> string
(*s Names of structure elements *)
val mk_label : string -> label
val string_of_label : label -> string
val label_of_id : identifier -> label
val id_of_label : label -> identifier
module Labset : Set.S with type elt = label
module Labmap : Map.S with type key = label
(*s The module part of the kernel name *)
type module_path =
| MPfile of dir_path
| MPbound of mod_bound_id
(* | MPapp of module_path * module_path very soon *)
| MPdot of module_path * label
val check_bound_mp : module_path -> bool
val string_of_mp : module_path -> string
module MPset : Set.S with type elt = module_path
module MPmap : Map.S with type key = module_path
(* Initial "seed" of the unique identifier generator *)
val initial_dir : dir_path
(* Name of the toplevel structure *)
val initial_path : module_path (* [= MPfile initial_dir] *)
(*s The absolute names of objects seen by kernel *)
type kernel_name
(* Constructor and destructor *)
val make_kn : module_path -> dir_path -> label -> kernel_name
val repr_kn : kernel_name -> module_path * dir_path * label
val modpath : kernel_name -> module_path
val label : kernel_name -> label
val string_of_kn : kernel_name -> string
val pr_kn : kernel_name -> Pp.std_ppcmds
module KNset : Set.S with type elt = kernel_name
module KNpred : Predicate.S with type elt = kernel_name
module KNmap : Map.S with type key = kernel_name
(*s Specific paths for declarations *)
type variable = identifier
type constant
type mutual_inductive
(* Beware: first inductive has index 0 *)
type inductive = mutual_inductive * int
(* Beware: first constructor has index 1 *)
type constructor = inductive * int
(* *_env modules consider an order on user part of names
the others consider an order on canonical part of names*)
module Cmap : Map.S with type key = constant
module Cmap_env : Map.S with type key = constant
module Cpred : Predicate.S with type elt = constant
module Cset : Set.S with type elt = constant
module Cset_env : Set.S with type elt = constant
module Mindmap : Map.S with type key = mutual_inductive
module Mindmap_env : Map.S with type key = mutual_inductive
module Mindset : Set.S with type elt = mutual_inductive
module Indmap : Map.S with type key = inductive
module Constrmap : Map.S with type key = constructor
module Indmap_env : Map.S with type key = inductive
module Constrmap_env : Map.S with type key = constructor
val constant_of_kn : kernel_name -> constant
val constant_of_kn_equiv : kernel_name -> kernel_name -> constant
val make_con : module_path -> dir_path -> label -> constant
val make_con_equiv : module_path -> module_path -> dir_path
-> label -> constant
val user_con : constant -> kernel_name
val canonical_con : constant -> kernel_name
val repr_con : constant -> module_path * dir_path * label
val eq_constant : constant -> constant -> bool
val string_of_con : constant -> string
val con_label : constant -> label
val con_modpath : constant -> module_path
val pr_con : constant -> Pp.std_ppcmds
val debug_pr_con : constant -> Pp.std_ppcmds
val debug_string_of_con : constant -> string
val mind_of_kn : kernel_name -> mutual_inductive
val mind_of_kn_equiv : kernel_name -> kernel_name -> mutual_inductive
val make_mind : module_path -> dir_path -> label -> mutual_inductive
val make_mind_equiv : module_path -> module_path -> dir_path
-> label -> mutual_inductive
val user_mind : mutual_inductive -> kernel_name
val canonical_mind : mutual_inductive -> kernel_name
val repr_mind : mutual_inductive -> module_path * dir_path * label
val eq_mind : mutual_inductive -> mutual_inductive -> bool
val string_of_mind : mutual_inductive -> string
val mind_label : mutual_inductive -> label
val mind_modpath : mutual_inductive -> module_path
val pr_mind : mutual_inductive -> Pp.std_ppcmds
val debug_pr_mind : mutual_inductive -> Pp.std_ppcmds
val debug_string_of_mind : mutual_inductive -> string
val mind_modpath : mutual_inductive -> module_path
val ind_modpath : inductive -> module_path
val constr_modpath : constructor -> module_path
val ith_mutual_inductive : inductive -> int -> inductive
val ith_constructor_of_inductive : inductive -> int -> constructor
val inductive_of_constructor : constructor -> inductive
val index_of_constructor : constructor -> int
val eq_ind : inductive -> inductive -> bool
val eq_constructor : constructor -> constructor -> bool
(* Better to have it here that in Closure, since required in grammar.cma *)
type evaluable_global_reference =
| EvalVarRef of identifier
| EvalConstRef of constant
val eq_egr : evaluable_global_reference -> evaluable_global_reference
-> bool
(* Hash-consing *)
val hcons_names : unit ->
(constant -> constant) *
(mutual_inductive -> mutual_inductive) * (dir_path -> dir_path) *
(name -> name) * (identifier -> identifier) * (string -> string)
(******)
type 'a tableKey =
| ConstKey of constant
| VarKey of identifier
| RelKey of 'a
type transparent_state = Idpred.t * Cpred.t
val empty_transparent_state : transparent_state
val full_transparent_state : transparent_state
val var_full_transparent_state : transparent_state
val cst_full_transparent_state : transparent_state
type inv_rel_key = int (* index in the [rel_context] part of environment
starting by the end, {\em inverse}
of de Bruijn indice *)
type id_key = inv_rel_key tableKey
val eq_id_key : id_key -> id_key -> bool
(*equalities on constant and inductive
names for the checker*)
val eq_con_chk : constant -> constant -> bool
val eq_ind_chk : inductive -> inductive -> bool
|
