(************************************************************************) (* v * The Coq Proof Assistant / The Coq Development Team *) (* unit ; reset : unit -> unit } let proof_modes = Hashtbl.create 6 let find_proof_mode n = try Hashtbl.find proof_modes n with Not_found -> Errors.error (Format.sprintf "No proof mode named \"%s\"." n) let register_proof_mode ({name = n} as m) = Hashtbl.add proof_modes n (Ephemeron.create m) (* initial mode: standard mode *) let standard = { name = "No" ; set = (fun ()->()) ; reset = (fun () -> ()) } let _ = register_proof_mode standard (* Default proof mode, to be set at the beginning of proofs. *) let default_proof_mode = ref (find_proof_mode "No") let _ = Goptions.declare_string_option {Goptions. optsync = true ; optdepr = false; optname = "default proof mode" ; optkey = ["Default";"Proof";"Mode"] ; optread = begin fun () -> (Ephemeron.default !default_proof_mode standard).name end; optwrite = begin fun n -> default_proof_mode := find_proof_mode n end } (*** Proof Global Environment ***) (* Extra info on proofs. *) type lemma_possible_guards = int list list type proof_universes = Evd.evar_universe_context type proof_object = { id : Names.Id.t; entries : Entries.definition_entry list; persistence : Decl_kinds.goal_kind; universes: proof_universes; (* constraints : Univ.constraints; *) } type proof_ending = | Admitted | Proved of Vernacexpr.opacity_flag * (Vernacexpr.lident * Decl_kinds.theorem_kind option) option * proof_object type proof_terminator = proof_ending -> unit type closed_proof = proof_object * proof_terminator type pstate = { pid : Id.t; terminator : proof_terminator Ephemeron.key; endline_tactic : Tacexpr.raw_tactic_expr option; section_vars : Context.section_context option; proof : Proof.proof; strength : Decl_kinds.goal_kind; mode : proof_mode Ephemeron.key; } (* The head of [!pstates] is the actual current proof, the other ones are to be resumed when the current proof is closed or aborted. *) let pstates = ref ([] : pstate list) (* Current proof_mode, for bookkeeping *) let current_proof_mode = ref !default_proof_mode (* combinators for proof modes *) let update_proof_mode () = match !pstates with | { mode = m } :: _ -> Ephemeron.iter_opt !current_proof_mode (fun x -> x.reset ()); current_proof_mode := m; Ephemeron.iter_opt !current_proof_mode (fun x -> x.set ()) | _ -> Ephemeron.iter_opt !current_proof_mode (fun x -> x.reset ()); current_proof_mode := find_proof_mode "No" (* combinators for the current_proof lists *) let push a l = l := a::!l; update_proof_mode () exception NoSuchProof let _ = Errors.register_handler begin function | NoSuchProof -> Errors.error "No such proof." | _ -> raise Errors.Unhandled end exception NoCurrentProof let _ = Errors.register_handler begin function | NoCurrentProof -> Errors.error "No focused proof (No proof-editing in progress)." | _ -> raise Errors.Unhandled end (*** Proof Global manipulation ***) let get_all_proof_names () = List.map (function { pid = id } -> id) !pstates let cur_pstate () = match !pstates with | np::_ -> np | [] -> raise NoCurrentProof let give_me_the_proof () = (cur_pstate ()).proof let get_current_proof_name () = (cur_pstate ()).pid let interp_tac = ref (fun _ -> assert false) let set_interp_tac f = interp_tac := f let with_current_proof f = match !pstates with | [] -> raise NoCurrentProof | p :: rest -> let et = match p.endline_tactic with | None -> Proofview.tclUNIT () | Some tac -> !interp_tac tac in let (newpr,status) = f et p.proof in let p = { p with proof = newpr } in pstates := p :: rest; status let simple_with_current_proof f = ignore (with_current_proof (fun t p -> f t p , true)) (* Sets the tactic to be used when a tactic line is closed with [...] *) let set_endline_tactic tac = match !pstates with | [] -> raise NoCurrentProof | p :: rest -> pstates := { p with endline_tactic = Some tac } :: rest (* spiwack: it might be considered to move error messages away. Or else to remove special exceptions from Proof_global. Arguments for the former: there is no reason Proof_global is only accessed directly through vernacular commands. Error message should be pushed to external layers, and so we should be able to have a finer control on error message on complex actions. *) let msg_proofs () = match get_all_proof_names () with | [] -> (spc () ++ str"(No proof-editing in progress).") | l -> (str"." ++ fnl () ++ str"Proofs currently edited:" ++ spc () ++ (pr_sequence Nameops.pr_id l) ++ str".") let there_is_a_proof () = not (List.is_empty !pstates) let there_are_pending_proofs () = there_is_a_proof () let check_no_pending_proof () = if not (there_are_pending_proofs ()) then () else begin Errors.error (Pp.string_of_ppcmds (str"Proof editing in progress" ++ msg_proofs () ++ fnl() ++ str"Use \"Abort All\" first or complete proof(s).")) end let discard_gen id = pstates := List.filter (fun { pid = id' } -> not (Id.equal id id')) !pstates let discard (loc,id) = let n = List.length !pstates in discard_gen id; if Int.equal (List.length !pstates) n then Errors.user_err_loc (loc,"Pfedit.delete_proof",str"No such proof" ++ msg_proofs ()) let discard_current () = if List.is_empty !pstates then raise NoCurrentProof else pstates := List.tl !pstates let discard_all () = pstates := [] (* [set_proof_mode] sets the proof mode to be used after it's called. It is typically called by the Proof Mode command. *) let set_proof_mode m id = pstates := List.map (function { pid = id' } as p -> if Id.equal id' id then { p with mode = m } else p) !pstates; update_proof_mode () let set_proof_mode mn = set_proof_mode (find_proof_mode mn) (get_current_proof_name ()) let activate_proof_mode mode = Ephemeron.iter_opt (find_proof_mode mode) (fun x -> x.set ()) let disactivate_proof_mode mode = Ephemeron.iter_opt (find_proof_mode mode) (fun x -> x.reset ()) (** [start_proof sigma id str goals terminator] starts a proof of name [id] with goals [goals] (a list of pairs of environment and conclusion); [str] describes what kind of theorem/definition this is (spiwack: for potential printing, I believe is used only by closing commands and the xml plugin); [terminator] is used at the end of the proof to close the proof. The proof is started in the evar map [sigma] (which can typically contain universe constraints). *) let start_proof sigma id str goals terminator = let initial_state = { pid = id; terminator = Ephemeron.create terminator; proof = Proof.start sigma goals; endline_tactic = None; section_vars = None; strength = str; mode = find_proof_mode "No" } in push initial_state pstates let start_dependent_proof id str goals terminator = let initial_state = { pid = id; terminator = Ephemeron.create terminator; proof = Proof.dependent_start goals; endline_tactic = None; section_vars = None; strength = str; mode = find_proof_mode "No" } in push initial_state pstates let get_used_variables () = (cur_pstate ()).section_vars let set_used_variables l = let env = Global.env () in let ids = List.fold_right Id.Set.add l Id.Set.empty in let ctx = Environ.keep_hyps env ids in match !pstates with | [] -> raise NoCurrentProof | p :: rest -> if not (Option.is_empty p.section_vars) then Errors.error "Used section variables can be declared only once"; pstates := { p with section_vars = Some ctx} :: rest let get_open_goals () = let gl, gll, shelf , _ , _ = Proof.proof (cur_pstate ()).proof in List.length gl + List.fold_left (+) 0 (List.map (fun (l1,l2) -> List.length l1 + List.length l2) gll) + List.length shelf let close_proof ?feedback_id ~now fpl = let { pid; section_vars; strength; proof; terminator } = cur_pstate () in let poly = pi2 strength (* Polymorphic *) in let initial_goals = Proof.initial_goals proof in let fpl, univs = Future.split2 fpl in let universes = if poly || now then Future.force univs else Proof.in_proof proof (fun x -> Evd.evar_universe_context x) in (* Because of dependent subgoals at the begining of proofs, we could have existential variables in the initial types of goals, we need to normalise them for the kernel. *) let subst_evar k = Proof.in_proof proof (fun m -> Evd.existential_opt_value m k) in let nf = Universes.nf_evars_and_universes_opt_subst subst_evar (Evd.evar_universe_context_subst universes) in let make_body = if poly || now then let make_body t (c, eff) = let body = c and typ = nf t in let used_univs = Univ.LSet.union (Universes.universes_of_constr body) (Universes.universes_of_constr typ) in let ctx = Evd.evar_universe_context_set universes in let ctx = Universes.restrict_universe_context ctx used_univs in let univs = Univ.ContextSet.to_context ctx in let p = (body, Univ.ContextSet.empty), eff in (univs, typ), p in fun t p -> Future.split2 (Future.chain ~pure:true p (make_body t)) else fun t p -> let initunivs = Evd.evar_context_universe_context universes in Future.from_val (initunivs, nf t), Future.chain ~pure:true p (fun (pt,eff) -> (pt, Evd.evar_universe_context_set (Future.force univs)), eff) in let entries = Future.map2 (fun p (_, t) -> let univstyp, body = make_body t p in let univs, typ = Future.force univstyp in { Entries. const_entry_body = body; const_entry_secctx = section_vars; const_entry_feedback = feedback_id; const_entry_type = Some typ; const_entry_inline_code = false; const_entry_opaque = true; const_entry_universes = univs; const_entry_polymorphic = poly}) fpl initial_goals in { id = pid; entries = entries; persistence = strength; universes = universes }, Ephemeron.get terminator type closed_proof_output = (Term.constr * Declareops.side_effects) list * Evd.evar_universe_context let return_proof () = let { proof } = cur_pstate () in let initial_goals = Proof.initial_goals proof in let evd = let error s = raise (Errors.UserError("last tactic before Qed",s)) in try Proof.return proof with | Proof.UnfinishedProof -> error(str"Attempt to save an incomplete proof") | Proof.HasShelvedGoals -> error(str"Attempt to save a proof with shelved goals") | Proof.HasGivenUpGoals -> error(str"Attempt to save a proof with given up goals") | Proof.HasUnresolvedEvar-> error(str"Attempt to save a proof with existential " ++ str"variables still non-instantiated") in let eff = Evd.eval_side_effects evd in let evd = Evd.nf_constraints evd in (** ppedrot: FIXME, this is surely wrong. There is no reason to duplicate side-effects... This may explain why one need to uniquize side-effects thereafter... *) let proofs = List.map (fun (c, _) -> (Evarutil.nf_evars_universes evd c, eff)) initial_goals in proofs, Evd.evar_universe_context evd let close_future_proof ~feedback_id proof = close_proof ~feedback_id ~now:false proof let close_proof fix_exn = close_proof ~now:true (Future.from_val ~fix_exn (return_proof ())) (** Gets the current terminator without checking that the proof has been completed. Useful for the likes of [Admitted]. *) let get_terminator () = Ephemeron.get ( cur_pstate() ).terminator let set_terminator hook = match !pstates with | [] -> raise NoCurrentProof | p :: ps -> pstates := { p with terminator = Ephemeron.create hook } :: ps (**********************************************************) (* *) (* Bullets *) (* *) (**********************************************************) module Bullet = struct type t = Vernacexpr.bullet (* There are two reasons why a bullet may be wrong: *) (* Either because the previous same bullet is not finished. t contains either the unfinished bullet or a deeper unfinished one (better suggestion to the user). *) exception FailedUnfocusBullet of t (* Or there is no more goal at this level of bullet. t is the wrong bullet, looking which one is correct is not implemented yet. *) exception FailedFocusBullet of t let bullet_eq b1 b2 = match b1, b2 with | Vernacexpr.Dash n1, Vernacexpr.Dash n2 -> n1 = n2 | Vernacexpr.Star n1, Vernacexpr.Star n2 -> n1 = n2 | Vernacexpr.Plus n1, Vernacexpr.Plus n2 -> n1 = n2 | _ -> false let pr_bullet b = match b with | Vernacexpr.Dash n -> str (String.make n '-') | Vernacexpr.Star n -> str (String.make n '*') | Vernacexpr.Plus n -> str (String.make n '+') let _ = Errors.register_handler begin function | FailedUnfocusBullet b -> Errors.errorlabstrm "Focus" Pp.(str"Wrong bullet: " ++ pr_bullet b ++ str" seems not finished.") | FailedFocusBullet b -> Errors.errorlabstrm "Focus" Pp.(str"Wrong bullet: no more goals under " ++ pr_bullet b ++ str".") | _ -> raise Errors.Unhandled end type behavior = { name : string; put : Proof.proof -> t -> Proof.proof } let behaviors = Hashtbl.create 4 let register_behavior b = Hashtbl.add behaviors b.name b (*** initial modes ***) let none = { name = "None"; put = fun x _ -> x } let _ = register_behavior none module Strict = struct (* spiwack: we need only one focus kind as we keep a stack of (distinct!) bullets *) let bullet_kind = (Proof.new_focus_kind () : t list Proof.focus_kind) let bullet_cond = Proof.done_cond ~loose_end:true bullet_kind (* spiwack: as it is bullets are reset (locally) by *any* non-bullet focusing command experience will tell if this is the right discipline of if we want to be finer and reset them only for a choice of bullets. *) let get_bullets pr = if Proof.is_last_focus bullet_kind pr then Proof.get_at_focus bullet_kind pr else [] let has_bullet bul pr = let rec has_bullet = function | b'::_ when bullet_eq bul b' -> true | _::l -> has_bullet l | [] -> false in has_bullet (get_bullets pr) (* precondition: the stack is not empty this function tries to raise a more precise exception than [Proof.CannotUnfocusThisWay]. This exception is then catch and made more precise in function [put] below. *) let pop pr = match get_bullets pr with | b::_ -> (try Proof.unfocus bullet_kind pr () , b with Proof.CannotUnfocusThisWay -> raise (FailedUnfocusBullet (b))) | _ -> assert false let push b pr = Proof.focus bullet_cond (b::get_bullets pr) 1 pr let put p bul = if has_bullet bul p then (* goodbullet is used to store a good bullet among the ones we pop, in case the given bullet fails. For better error message. *) let rec pop_until p (goodbullet:t option) = try let p, b = pop p in let newgoodbullet = (* FIXME: is push slow? probably not. And the number of bullet level is generally below 3 anyway. *) try let _ = push b p in Some b (* push didn't fail so b is OK *) with _ -> goodbullet in if not (bullet_eq bul b) then pop_until p newgoodbullet else p,newgoodbullet with FailedUnfocusBullet (b) -> (* replace wrong bullet by valid one *) raise (FailedUnfocusBullet (match goodbullet with None -> b | Some b' -> b')) in let p',_ = pop_until p None in try push bul p' with Proof.NoSuchGoals(1,1) -> raise (FailedFocusBullet bul) else push bul p let strict = { name = "Strict Subproofs"; put = put } let _ = register_behavior strict end (* Current bullet behavior, controled by the option *) let current_behavior = ref Strict.strict let _ = Goptions.declare_string_option {Goptions. optsync = true; optdepr = false; optname = "bullet behavior"; optkey = ["Bullet";"Behavior"]; optread = begin fun () -> (!current_behavior).name end; optwrite = begin fun n -> current_behavior := Hashtbl.find behaviors n end } let put p b = (!current_behavior).put p b end (**********************************************************) (* *) (* Default goal selector *) (* *) (**********************************************************) (* Default goal selector: selector chosen when a tactic is applied without an explicit selector. *) let default_goal_selector = ref (Vernacexpr.SelectNth 1) let get_default_goal_selector () = !default_goal_selector let print_goal_selector = function | Vernacexpr.SelectAll -> "all" | Vernacexpr.SelectNth i -> string_of_int i | Vernacexpr.SelectId id -> Id.to_string id | Vernacexpr.SelectAllParallel -> "par" let parse_goal_selector = function | "all" -> Vernacexpr.SelectAll | i -> let err_msg = "A selector must be \"all\" or a natural number." in begin try let i = int_of_string i in if i < 0 then Errors.error err_msg; Vernacexpr.SelectNth i with Failure _ -> Errors.error err_msg end let _ = Goptions.declare_string_option {Goptions. optsync = true ; optdepr = false; optname = "default goal selector" ; optkey = ["Default";"Goal";"Selector"] ; optread = begin fun () -> print_goal_selector !default_goal_selector end; optwrite = begin fun n -> default_goal_selector := parse_goal_selector n end } module V82 = struct let get_current_initial_conclusions () = let { pid; strength; proof } = cur_pstate () in let initial = Proof.initial_goals proof in let goals = List.map (fun (o, c) -> c) initial in pid, (goals, strength) end type state = pstate list let freeze ~marshallable = match marshallable with | `Yes -> Errors.anomaly (Pp.str"full marshalling of proof state not supported") | `Shallow -> !pstates | `No -> !pstates let unfreeze s = pstates := s; update_proof_mode () let proof_of_state = function { proof }::_ -> proof | _ -> raise NoCurrentProof