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(*         *   The Coq Proof Assistant / The Coq Development Team       *)
(*  v      *   INRIA, CNRS and contributors - Copyright 1999-2018       *)
(* <O___,, *       (see CREDITS file for the list of authors)           *)
(*   \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)         *)
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(* Module defining the last essential tiles of interactive proofs.
   A proof deals with the focusing commands (including the braces and bullets),
   the shelf (see the [shelve] tactic) and given up goal (see the [give_up]
   tactic). A proof is made of the following:
   - Proofview: a proof is primarily the data of the current view.
     That which is shown to the user (as a remainder, a proofview
     is mainly the logical state of the proof, together with the
     currently focused goals).
   - Focus: a proof has a focus stack: the top of the stack contains
     the context in which to unfocus the current view to a view focused
     with the rest of the stack.
     In addition, this contains, for each of the focus context,  a 
     "focus kind" and a "focus condition" (in practice, and for modularity,
     the focus kind is actually stored inside the condition). To unfocus, one
     needs to know the focus kind, and the condition (for instance "no condition" or
     the proof under focused must be complete) must be met.
   - Shelf: A list of goals which have been put aside during the proof. They can be
     retrieved with the [Unshelve] command, or solved by side effects
   - Given up goals: as long as there is a given up goal, the proof is not completed.
     Given up goals cannot be retrieved, the user must go back where the tactic
     [give_up] was run and solve the goal there.
*)

(* Type of a proof. *)
type t
type proof = t
[@@ocaml.deprecated "please use [Proof.t]"]

(* Returns a stylised view of a proof for use by, for instance,
   ide-s. *)
(* spiwack: the type of [proof] will change as we push more refined
   functions to ide-s. This would be better than spawning a new nearly
   identical function everytime. Hence the generic name. *)
(* In this version: returns the focused goals, a representation of the
   focus stack (the goals at each level), a representation of the
   shelf (the list of goals on the shelf), a representation of the
   given up goals (the list of the given up goals) and the underlying
   evar_map *)
val proof : t ->
  Goal.goal list
  * (Goal.goal list * Goal.goal list) list
  * Goal.goal list
  * Goal.goal list
  * Evd.evar_map

(* Generic records structured like the return type of proof *)
type 'a pre_goals = {
  fg_goals : 'a list;
  (** List of the focussed goals *)
  bg_goals : ('a list * 'a list) list;
  (** Zipper representing the unfocussed background goals *)
  shelved_goals : 'a list;
  (** List of the goals on the shelf. *)
  given_up_goals : 'a list;
  (** List of the goals that have been given up *)
}

val map_structured_proof : t -> (Evd.evar_map -> Goal.goal -> 'a) -> ('a pre_goals)


(*** General proof functions ***)
val start : Evd.evar_map -> (Environ.env * EConstr.types) list -> t
val dependent_start : Proofview.telescope -> t
val initial_goals : t -> (EConstr.constr * EConstr.types) list
val initial_euctx : t -> UState.t

(* Returns [true] if the considered proof is completed, that is if no goal remain
    to be considered (this does not require that all evars have been solved). *)
val is_done : t -> bool

(* Like is_done, but this time it really means done (i.e. nothing left to do) *)
val is_complete : t -> bool

(* Returns the list of partial proofs to initial goals. *)
val partial_proof : t -> EConstr.constr list

val compact : t -> t

(* Returns the proofs (with their type) of the initial goals.
    Raises [UnfinishedProof] is some goals remain to be considered.
    Raises [HasShelvedGoals] if some goals are left on the shelf.
    Raises [HasGivenUpGoals] if some goals have been given up.
    Raises [HasUnresolvedEvar] if some evars have been left undefined. *)
exception UnfinishedProof
exception HasShelvedGoals
exception HasGivenUpGoals
exception HasUnresolvedEvar
val return : t -> Evd.evar_map

(*** Focusing actions ***)

(* ['a focus_kind] is the type used by focusing and unfocusing
    commands to synchronise. Focusing and unfocusing commands use
    a particular ['a focus_kind], and if they don't match, the unfocusing command
    will fail.
    When focusing with an ['a focus_kind], an information of type ['a] is
    stored at the focusing point. An example use is the "induction" tactic
    of the declarative mode where sub-tactics must be aware of the current
    induction argument. *)
type 'a focus_kind
val new_focus_kind : unit -> 'a focus_kind

(* To be authorized to unfocus one must meet the condition prescribed by
    the action which focused.
    Conditions always carry a focus kind, and inherit their type parameter
    from it.*)
type 'a focus_condition 
(* [no_cond] only checks that the unfocusing command uses the right
    [focus_kind].
   If [loose_end] (default [false]) is [true], then if the [focus_kind]
   doesn't match, then unfocusing can occur, provided it unfocuses
   an earlier focus.
   For instance bullets can be unfocused in the following situation
   [{- solve_goal. }] because they use a loose-end condition. *)
val no_cond : ?loose_end:bool -> 'a focus_kind -> 'a focus_condition
(* [done_cond] checks that the unfocusing command uses the right [focus_kind]
    and that the focused proofview is complete.
   If [loose_end] (default [false]) is [true], then if the [focus_kind]
   doesn't match, then unfocusing can occur, provided it unfocuses
   an earlier focus.
   For instance bullets can be unfocused in the following situation
   [{ - solve_goal. }] because they use a loose-end condition.  *)
val done_cond : ?loose_end:bool -> 'a focus_kind -> 'a focus_condition

(* focus command (focuses on the [i]th subgoal) *)
(* spiwack: there could also, easily be a focus-on-a-range tactic, is there 
   a need for it? *)
val focus : 'a focus_condition -> 'a -> int -> t -> t

(* focus on goal named id *)
val focus_id : 'aa focus_condition -> 'a -> Names.Id.t -> t -> t

exception FullyUnfocused
exception CannotUnfocusThisWay

(* This is raised when trying to focus on non-existing subgoals. It is
   handled by an error message but one may need to catch it and
   settle a better error message in some case (suggesting a better
   bullet for example), see proof_global.ml function Bullet.pop and
   Bullet.push. *)
exception NoSuchGoals of int * int

(* Unfocusing command.
   Raises [FullyUnfocused] if the proof is not focused.
   Raises [CannotUnfocusThisWay] if the proof the unfocusing condition
     is not met. *)
val unfocus : 'a focus_kind -> t -> unit -> t

(* [unfocused p] returns [true] when [p] is fully unfocused. *)
val unfocused : t -> bool

(* [get_at_focus k] gets the information stored at the closest focus point
    of kind [k].
    Raises [NoSuchFocus] if there is no focus point of kind [k]. *)
exception NoSuchFocus
val get_at_focus : 'a focus_kind -> t -> 'a

(* [is_last_focus k] check if the most recent focus is of kind [k] *)
val is_last_focus : 'a focus_kind -> t -> bool

(* returns [true] if there is no goal under focus. *)
val no_focused_goal : t -> bool

(*** Tactics ***)

(* the returned boolean signal whether an unsafe tactic has been
   used. In which case it is [false]. *)
val run_tactic : Environ.env ->
  unit Proofview.tactic -> t -> t * (bool*Proofview_monad.Info.tree)

val maximal_unfocus : 'a focus_kind -> t -> t

(*** Commands ***)

val in_proof : t -> (Evd.evar_map -> 'a) -> 'a

(* Remove all the goals from the shelf and adds them at the end of the
   focused goals. *)
val unshelve : t -> t

val pr_proof : t -> Pp.t

(*** Compatibility layer with <=v8.2 ***)
module V82 : sig
  val subgoals : t -> Goal.goal list Evd.sigma
  [@@ocaml.deprecated "Use the first and fifth argument of [Proof.proof]"]

  (* All the subgoals of the proof, including those which are not focused. *)
  val background_subgoals : t -> Goal.goal list Evd.sigma

  val top_goal : t -> Goal.goal Evd.sigma

  (* returns the existential variable used to start the proof *)
  val top_evars : t -> Evar.t list

  (* Turns the unresolved evars into goals.
     Raises [UnfinishedProof] if there are still unsolved goals. *)
  val grab_evars : t -> t

  (* Implements the Existential command *)
  val instantiate_evar : int -> Constrexpr.constr_expr -> t -> t
end

(* returns the set of all goals in the proof *)
val all_goals : t -> Goal.Set.t