Revision 377a2cd4979be48d98197c1606719f25734f7e19 authored by François Dupressoir on 31 May 2016, 13:25:57 UTC, committed by François Dupressoir on 31 May 2016, 13:25:57 UTC
1 parent 3c30914
ecThCloning.ml
(* --------------------------------------------------------------------
* Copyright (c) - 2012--2016 - IMDEA Software Institute
* Copyright (c) - 2012--2016 - Inria
*
* Distributed under the terms of the CeCILL-C-V1 license
* -------------------------------------------------------------------- *)
(* ------------------------------------------------------------------ *)
open EcUtils
open EcSymbols
open EcLocation
open EcParsetree
open EcDecl
open EcTheory
module Sp = EcPath.Sp
module Mp = EcPath.Mp
(* ------------------------------------------------------------------ *)
type incompatible =
| NotSameNumberOfTyParam of int * int
| DifferentType of EcTypes.ty * EcTypes.ty
type ovkind =
| OVK_Type
| OVK_Operator
| OVK_Predicate
| OVK_Theory
| OVK_Lemma
type clone_error =
| CE_UnkTheory of qsymbol
| CE_DupOverride of ovkind * qsymbol
| CE_UnkOverride of ovkind * qsymbol
| CE_CrtOverride of ovkind * qsymbol
| CE_UnkAbbrev of qsymbol
| CE_TypeArgMism of ovkind * qsymbol
| CE_OpIncompatible of qsymbol * incompatible
| CE_PrIncompatible of qsymbol * incompatible
| CE_InvalidRE of string
exception CloneError of EcEnv.env * clone_error
let clone_error env error =
raise (CloneError (env, error))
(* -------------------------------------------------------------------- *)
type axclone = {
axc_axiom : symbol * EcDecl.axiom;
axc_path : EcPath.path;
axc_env : EcEnv.env;
axc_tac : EcParsetree.ptactic_core option;
}
(* ------------------------------------------------------------------ *)
type evclone = {
evc_types : (ty_override located) Msym.t;
evc_ops : (op_override located) Msym.t;
evc_preds : (pr_override located) Msym.t;
evc_lemmas : evlemma;
evc_ths : evclone Msym.t;
}
and evlemma = {
ev_global : (ptactic_core option * evtags option) list;
ev_bynames : (ptactic_core option) Msym.t;
}
and evtags = ([`Include | `Exclude] * symbol) list
(*-------------------------------------------------------------------- *)
let evc_empty =
let evl = { ev_global = []; ev_bynames = Msym.empty; } in
{ evc_types = Msym.empty;
evc_ops = Msym.empty;
evc_preds = Msym.empty;
evc_lemmas = evl;
evc_ths = Msym.empty; }
let rec evc_update (upt : evclone -> evclone) (nm : symbol list) (evc : evclone) =
match nm with
| [] -> upt evc
| x :: nm ->
let ths =
Msym.change
(fun sub -> Some (evc_update upt nm (odfl evc_empty sub)))
x evc.evc_ths
in
{ evc with evc_ths = ths }
let rec evc_get (nm : symbol list) (evc : evclone) =
match nm with
| [] -> Some evc
| x :: nm ->
match Msym.find_opt x evc.evc_ths with
| None -> None
| Some evc -> evc_get nm evc
(* -------------------------------------------------------------------- *)
let find_mc =
let for1 cth nm =
let test = function
| CTh_theory (x, (sub, _)) when x = nm -> Some sub.cth_struct
| _ -> None
in List.opick test cth
in
let rec doit nm cth =
match nm with
| [] -> Some cth
| x :: nm -> for1 cth x |> obind (doit nm)
in fun cth nm -> doit nm cth
(* -------------------------------------------------------------------- *)
let find_type cth (nm, x) =
let test = function
| CTh_type (xty, ty) when xty = x -> Some ty
| _ -> None
in find_mc cth.cth_struct nm |> obind (List.opick test)
(* -------------------------------------------------------------------- *)
let find_theory cth (nm, x) =
let test = function
| CTh_theory (xth, th) when xth = x -> Some th
| _ -> None
in find_mc cth.cth_struct nm |> obind (List.opick test)
(* -------------------------------------------------------------------- *)
let find_op cth (nm, x) =
let test = function
| CTh_operator (xop, op) when xop = x && EcDecl.is_oper op -> Some op
| _ -> None
in find_mc cth.cth_struct nm |> obind (List.opick test)
(* -------------------------------------------------------------------- *)
let find_pr cth (nm, x) =
let test = function
| CTh_operator (xpr, pr) when xpr = x && EcDecl.is_pred pr -> Some pr
| _ -> None
in find_mc cth.cth_struct nm |> obind (List.opick test)
(* -------------------------------------------------------------------- *)
let find_ax cth (nm, x) =
let test = function
| CTh_axiom (xax, ax) when xax = x -> Some ax
| _ -> None
in find_mc cth.cth_struct nm |> obind (List.opick test)
(* -------------------------------------------------------------------- *)
let find_nt cth (nm, x) =
let test = function
| CTh_operator (xop, op) when xop = x && EcDecl.is_abbrev op ->
Some op
| _ -> None
in find_mc cth.cth_struct nm |> obind (List.opick test)
(* -------------------------------------------------------------------- *)
type clone = {
cl_name : symbol;
cl_theory : EcPath.path * (EcEnv.Theory.t * EcTheory.thmode);
cl_clone : evclone;
cl_rename : renaming list;
cl_ntclr : Sp.t;
}
and renaming_kind = [
| `All
| `Selected of rk_categories
]
and renaming =
renaming_kind * (EcRegexp.regexp * EcRegexp.subst)
and rk_categories = {
rkc_lemmas : bool;
rkc_ops : bool;
rkc_preds : bool;
rkc_types : bool;
rkc_module : bool;
rkc_modtype : bool;
rkc_theory : bool;
}
(* -------------------------------------------------------------------- *)
let rename ((rk, (rex, itempl)) : renaming) (k, x) =
let selected =
match rk, k with
| `All, _ -> true
| `Selected { rkc_lemmas = true }, `Lemma -> true
| `Selected { rkc_ops = true }, `Op -> true
| `Selected { rkc_preds = true }, `Pred -> true
| `Selected { rkc_types = true }, `Type -> true
| `Selected { rkc_module = true }, `Module -> true
| `Selected { rkc_modtype = true }, `ModType -> true
| `Selected { rkc_theory = true }, `Theory -> true
| _, _ -> false in
let newx =
try if selected then EcRegexp.sub (`C rex) (`C itempl) x else x
with Failure _ -> x in
if x = newx then None else Some newx
(* -------------------------------------------------------------------- *)
type octxt = {
oc_env : EcEnv.env;
oc_oth : ctheory;
}
(* -------------------------------------------------------------------- *)
module OVRD : sig
type state = theory_cloning_proof list * evclone
type 'a ovrd =
cancrt:bool -> octxt -> state -> pqsymbol -> 'a -> state
val ty_ovrd : ty_override ovrd
val op_ovrd : op_override ovrd
val pr_ovrd : pr_override ovrd
val th_ovrd : th_override ovrd
val ovrd :
?cancrt:bool -> octxt -> state -> pqsymbol
-> theory_override -> state
end = struct
type state = theory_cloning_proof list * evclone
type 'a ovrd =
cancrt:bool -> octxt -> state -> pqsymbol -> 'a -> state
(* ------------------------------------------------------------------ *)
let ty_ovrd ~cancrt oc ((proofs, evc) : state) name (tyd : ty_override) =
let (tyargs, _, _) = tyd in
let { pl_loc = lc; pl_desc = ((nm, x) as name) } = name in
let () =
match find_type oc.oc_oth name with
| None ->
clone_error oc.oc_env (CE_UnkOverride (OVK_Type, name));
| Some { EcDecl.tyd_type = `Concrete _ } when not cancrt ->
clone_error oc.oc_env (CE_CrtOverride (OVK_Type, name))
| Some refty ->
if List.length refty.tyd_params <> List.length tyargs then
clone_error oc.oc_env (CE_TypeArgMism (OVK_Type, name)) in
let evc =
evc_update
(fun evc ->
if Msym.mem x evc.evc_types then
clone_error oc.oc_env (CE_DupOverride (OVK_Type, name));
{ evc with evc_types = Msym.add x (mk_loc lc tyd) evc.evc_types })
nm evc
in (proofs, evc)
(* ------------------------------------------------------------------ *)
let op_ovrd ~cancrt oc ((proofs, evc) : state) name (opd : op_override) =
let { pl_loc = lc; pl_desc = ((nm, x) as name) } = name in
let (_ : bool) = cancrt in
let () =
match find_op oc.oc_oth name with
| None
| Some { op_kind = OB_pred _ } ->
clone_error oc.oc_env (CE_UnkOverride (OVK_Operator, name));
| Some { op_kind = OB_oper (Some _) } ->
(* FIXME: check convertibility *) ()
| _ -> () in
let evc =
evc_update
(fun evc ->
if Msym.mem x evc.evc_ops then
clone_error oc.oc_env (CE_DupOverride (OVK_Operator, name));
{ evc with evc_ops = Msym.add x (mk_loc lc opd) evc.evc_ops })
nm evc
in (proofs, evc)
(* ------------------------------------------------------------------ *)
let pr_ovrd ~cancrt oc ((proofs, evc) : state) name (prd : pr_override) =
let { pl_loc = lc; pl_desc = ((nm, x) as name) } = name in
let () =
match find_pr oc.oc_oth name with
| None
| Some { op_kind = OB_oper _ } ->
clone_error oc.oc_env (CE_UnkOverride (OVK_Predicate, name));
| Some { op_kind = OB_pred (Some _) } when not cancrt ->
clone_error oc.oc_env (CE_CrtOverride (OVK_Predicate, name));
| _ -> () in
let evc =
evc_update
(fun evc ->
if Msym.mem x evc.evc_preds then
clone_error oc.oc_env (CE_DupOverride (OVK_Predicate, name));
{ evc with evc_preds = Msym.add x (mk_loc lc prd) evc.evc_preds })
nm evc
in (proofs, evc)
(* ------------------------------------------------------------------ *)
let th_ovrd ~cancrt oc ((proofs, evc) : state) name (thd : th_override) =
let { pl_loc = lc; pl_desc = ((nm, x) as name) } = name in
let (_ : bool) = cancrt in
let loced x = mk_loc lc x in
let dth =
match find_theory oc.oc_oth name with
| None | Some (_, `Abstract) ->
clone_error oc.oc_env (CE_UnkOverride (OVK_Theory, name))
| Some (th, `Concrete) -> th
in
let sp =
match EcEnv.Theory.lookup_opt (unloc thd) oc.oc_env with
| None -> clone_error oc.oc_env (CE_UnkOverride (OVK_Theory, unloc thd))
| Some (sp, _) -> sp
in
let thd = let thd = EcPath.toqsymbol sp in (fst thd @ [snd thd]) in
let xdth = nm @ [x] in
let rec doit prefix (proofs, evc) dth =
match dth with
| CTh_type (x, otyd) ->
let params = List.map (EcIdent.name |- fst) otyd.tyd_params in
let params = List.map (mk_loc lc) params in
let tyd =
match List.map (fun a -> loced (PTvar a)) params with
| [] -> PTnamed (loced (thd @ prefix, x))
| pt -> PTapp (loced (thd @ prefix, x), pt)
in
let ovrd = (params, loced tyd, `Inline) in
ty_ovrd ~cancrt:true oc (proofs, evc) (loced (xdth @ prefix, x)) ovrd
| CTh_operator (x, ({ op_kind = OB_oper _ } as oopd)) ->
let params = List.map (EcIdent.name |- fst) oopd.op_tparams in
let params = List.map (mk_loc lc) params in
let ovrd = {
opov_tyvars = Some params;
opov_args = [];
opov_retty = loced PTunivar;
opov_body =
let sym = loced (thd @ prefix, x) in
let tya = List.map (fun a -> loced (PTvar a)) params in
loced (PEident (sym, Some (loced (TVIunamed tya))));
} in
let ovrd = (ovrd, `Inline) in
op_ovrd ~cancrt:true oc (proofs, evc) (loced (xdth @ prefix, x)) ovrd
| CTh_operator (x, ({ op_kind = OB_pred _ } as oprd)) ->
let params = List.map (EcIdent.name |- fst) oprd.op_tparams in
let params = List.map (mk_loc lc) params in
let ovrd = {
prov_tyvars = Some params;
prov_args = [];
prov_body =
let sym = loced (thd @ prefix, x) in
let tya = List.map (fun a -> loced (PTvar a)) params in
loced (PFident (sym, Some (loced (TVIunamed tya))));
} in
let ovrd = (ovrd, `Inline) in
pr_ovrd ~cancrt:true oc (proofs, evc) (loced (xdth @ prefix, x)) ovrd
| CTh_axiom (x, ax) ->
if is_axiom ax.ax_kind then
let params = List.map (EcIdent.name |- fst) ax.ax_tparams in
let params = List.map (mk_loc lc) params in
let params = List.map (fun a -> loced (PTvar a)) params in
let tc = FPNamed (loced (thd @ prefix, x),
Some (loced (TVIunamed params))) in
let tc = { fp_mode = `Explicit; fp_head = tc; fp_args = []; } in
let tc = Papply (`Apply ([tc], `Exact)) in
let tc = loced (Plogic tc) in
let pr = { pthp_mode = `Named (loced (xdth @ prefix, x));
pthp_tactic = Some tc }
in (pr :: proofs, evc)
else (proofs, evc)
| CTh_theory (x, (dth, `Concrete)) ->
List.fold_left (doit (prefix @ [x])) (proofs, evc) dth.cth_struct
| CTh_export _ ->
(proofs, evc)
| _ -> clone_error oc.oc_env (CE_CrtOverride (OVK_Theory, name))
in List.fold_left (doit []) (proofs, evc) dth.cth_struct
(* ------------------------------------------------------------------ *)
let ovrd ?(cancrt = false) oc state name (ovrd : theory_override) =
match ovrd with
| PTHO_Type tyd ->
ty_ovrd ~cancrt oc state name tyd
| PTHO_Op opd ->
op_ovrd ~cancrt oc state name opd
| PTHO_Pred prd ->
pr_ovrd ~cancrt oc state name prd
| PTHO_Theory thd ->
th_ovrd ~cancrt oc state name thd
end
(* -------------------------------------------------------------------- *)
module Renaming : sig
val rename1 : octxt -> theory_renaming -> renaming
end = struct
let rename1 oc (k, (r1, r2)) : renaming =
let e1 =
try EcRegexp.regexp (unloc r1)
with EcRegexp.Error _ -> clone_error oc.oc_env (CE_InvalidRE (unloc r1)) in
let e2 =
try EcRegexp.subst (unloc r2)
with EcRegexp.Error _ -> clone_error oc.oc_env (CE_InvalidRE (unloc r2)) in
Array.iter
(fun m ->
if EcRegexp.match_ (`S "^0+$") (oget m.(1)) then
clone_error oc.oc_env (CE_InvalidRE (unloc r2)))
(try EcRegexp.extract (`S "\\$([0-9]+)") (unloc r2)
with Not_found -> [||]);
let k =
if List.is_empty k then `All else
let update rk = function
| `Lemma -> { rk with rkc_lemmas = true; }
| `Type -> { rk with rkc_types = true; }
| `Op -> { rk with rkc_ops = true; }
| `Pred -> { rk with rkc_preds = true; }
| `Module -> { rk with rkc_module = true; }
| `ModType -> { rk with rkc_modtype = true; }
| `Theory -> { rk with rkc_theory = true; } in
let init = {
rkc_lemmas = false; rkc_types = false; rkc_ops = false;
rkc_preds = false; rkc_module = false; rkc_modtype = false;
rkc_theory = false; } in
`Selected (List.fold_left update init k)
in (k, (e1, e2))
end
(* -------------------------------------------------------------------- *)
module Proofs : sig
val proof : octxt -> evclone -> theory_cloning_proof -> evclone
end = struct
let all_proof oc evc (name, tags, tactics) =
let tags =
if List.is_empty tags then None
else Some (List.map (snd_map unloc) tags) in
let name =
match name with
| None -> []
| Some name ->
match find_theory oc.oc_oth (unloc name) with
| None ->
clone_error oc.oc_env (CE_UnkOverride (OVK_Lemma, unloc name))
| Some _ -> let (nm, name) = unloc name in nm @ [name]
in
let update1 evc =
let evl = evc.evc_lemmas in
let evl = {
evl with ev_global = evl.ev_global @ [(tactics, tags)]
} in { evc with evc_lemmas = evl }
in evc_update update1 name evc
let name_proof oc evc ({ pl_desc = name }, tactics) =
match find_ax oc.oc_oth name with
| None ->
clone_error oc.oc_env (CE_UnkOverride (OVK_Lemma, name))
| Some ax ->
if not (is_axiom ax.ax_kind) then
clone_error oc.oc_env (CE_CrtOverride (OVK_Lemma, name));
let update1 evc =
match Msym.find_opt (snd name) evc.evc_lemmas.ev_bynames with
| Some (Some _) ->
clone_error oc.oc_env (CE_DupOverride (OVK_Lemma, name))
| _ ->
let map = evc.evc_lemmas.ev_bynames in
let map = Msym.add (snd name) tactics map in
let evl = { evc.evc_lemmas with ev_bynames = map } in
{ evc with evc_lemmas = evl }
in
evc_update update1 (fst name) evc
let proof oc evc prf =
match prf.pthp_mode with
| `All (name, tags) ->
all_proof oc evc (name, tags, prf.pthp_tactic)
| `Named name ->
name_proof oc evc (name, prf.pthp_tactic)
end
(* -------------------------------------------------------------------- *)
let clone (scenv : EcEnv.env) (thcl : theory_cloning) =
let opath, (oth, othmode) =
match EcEnv.Theory.lookup_opt ~mode:`All (unloc thcl.pthc_base) scenv with
| None -> clone_error scenv (CE_UnkTheory (unloc thcl.pthc_base))
| Some x -> x
in
let name = odfl (EcPath.basename opath) (thcl.pthc_name |> omap unloc) in
let oc = { oc_env = scenv; oc_oth = oth; } in
let (genproofs, ovrds) =
List.fold_left
(fun st -> curry (OVRD.ovrd ~cancrt:false oc st))
([], evc_empty) thcl.pthc_ext
in
let ovrds =
List.fold_left (Proofs.proof oc) ovrds (genproofs @ thcl.pthc_prf) in
let rename = List.map (Renaming.rename1 oc) thcl.pthc_rnm in
let ntclr =
let ntclr1 (`Abbrev, { pl_desc = (nm, x) as q }) =
if is_none (find_nt oth q) then
clone_error scenv (CE_UnkAbbrev q);
EcPath.pqname (EcPath.extend opath nm) x
in List.map ntclr1 thcl.pthc_clears
in
{ cl_name = name;
cl_theory = (opath, (oth, othmode));
cl_clone = ovrds;
cl_rename = rename;
cl_ntclr = Sp.of_list ntclr; }
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