(************************************************************************)
(*         *      The Rocq Prover / The Rocq Development Team           *)
(*  v      *         Copyright INRIA, CNRS and contributors             *)
(* <O___,, * (see version control and CREDITS file for authors & dates) *)
(*   \VV/  **************************************************************)
(*    //   *    This file is distributed under the terms of the         *)
(*         *     GNU Lesser General Public License Version 2.1          *)
(*         *     (see LICENSE file for the text of the license)         *)
(************************************************************************)

(** Synterp State, includes parser state, etc... ; as of today the
    parsing state has no functional components. *)
module Synterp : sig

  type t

  val init : unit -> t
  val freeze : unit -> t
  val unfreeze : t -> unit
  val parsing : t -> Procq.frozen_t
end

module System : sig
  (** [protect f x] runs [f x] and discards changes in the system state
      (both [Synterp.t] and [Interp.System.t]). It doesn't touch the
      proof functional state in [Interp.t] *)
  val protect : ('a -> 'b) -> 'a -> 'b
end

module LemmaStack : sig

  type t

  val pop : t -> Declare.Proof.t * t option
  val push : t option -> Declare.Proof.t -> t

  val map : f:(Declare.Proof.t -> Declare.Proof.t) -> t -> t
  val map_top : f:(Declare.Proof.t -> Declare.Proof.t) -> t -> t
  val with_top : t -> f:(Declare.Proof.t -> 'a ) -> 'a
  val get_top : t -> Declare.Proof.t
  val get_all_proof_names : t -> Names.Id.t list

end

module Interp : sig

  module System : sig
    type t
  end

  type t =
    { system  : System.t
    (** summary + libstack *)
    ; lemmas  : LemmaStack.t option
    (** proofs of lemmas currently opened *)
    ; program : Declare.OblState.t NeList.t
    (** program mode table. One per open module/section including the toplevel module. *)
    ; opaques : Opaques.Summary.t
    (** qed-terminated proofs *)
    }

  val freeze_interp_state : unit -> t
  val unfreeze_interp_state : t -> unit

  (* WARNING: Do not use, it will go away in future releases *)
  val invalidate_cache : unit -> unit

end

type t =
  { synterp: Synterp.t
  ; interp: Interp.t
  }

val freeze_full_state : unit -> t
val unfreeze_full_state : t -> unit

(** STM-specific state handling *)
module Stm : sig

  (** Proof state + meta/evar counters *)
  type pstate

  val pstate : t -> pstate
  val set_pstate : t -> pstate -> t

  (** Rest of the state, unfortunately this is used in low-level so we need to expose it *)
  type non_pstate = Summary.Synterp.frozen * Lib.Synterp.frozen * Summary.Interp.frozen * Lib.Interp.frozen
  val non_pstate : t -> non_pstate

  (** Checks if two states have the same Environ.env (physical eq) *)
  val same_env : t -> t -> bool

  (** Call [Lib.drop_objects] on the state *)
  val make_shallow : t -> t
end

(* Compatibility module: Do Not Use *)
module Declare : sig

  exception NoCurrentProof

  val there_are_pending_proofs : unit -> bool
  val get_open_goals : unit -> int

  val give_me_the_proof : unit -> Proof.t
  val give_me_the_proof_opt : unit -> Proof.t option
  val get_current_proof_name : unit -> Names.Id.t

  val map_proof : (Proof.t -> Proof.t) -> unit
  val with_current_proof : (Proof.t -> Proof.t * 'a) -> 'a

  val return_proof : unit -> Declare.Proof.closed_proof_output

  val close_future_proof
    : feedback_id:Stateid.t
    -> Declare.Proof.closed_proof_output Future.computation
    -> Declare.Proof.proof_object

  val close_proof
    : opaque:Vernacexpr.opacity_flag
    -> keep_body_ucst_separate:bool
    -> Declare.Proof.proof_object

  val discard_all : unit -> unit
  val update_sigma_univs : UGraph.t -> unit

  val get_current_context : unit -> Evd.evar_map * Environ.env

  val get_all_proof_names : unit -> Names.Id.t list

  val copy_terminators : src:LemmaStack.t option -> tgt:LemmaStack.t option -> LemmaStack.t option

  (* Low-level stuff *)
  val get_program : unit -> Declare.OblState.t NeList.t
  val set : LemmaStack.t option * Declare.OblState.t NeList.t -> unit

  val get_pstate : unit -> Declare.Proof.t option

  val unfreeze : LemmaStack.t -> unit

end
[@@ocaml.deprecated "(8.11) This module is internal and should not be used, instead, thread the proof state"]
