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|
(************************************************************************)
(* v * The Coq Proof Assistant / The Coq Development Team *)
(* <O___,, * CNRS-Ecole Polytechnique-INRIA Futurs-Universite Paris Sud *)
(* \VV/ **************************************************************)
(* // * This file is distributed under the terms of the *)
(* * GNU Lesser General Public License Version 2.1 *)
(************************************************************************)
(*i camlp4deps: "parsing/grammar.cma" i*)
(* $Id$ *)
open Quote
open Ring
TACTIC EXTEND Ring
[ "Ring" constr_list(l) ] -> [ polynom l ]
END
(* The vernac commands "Add Ring" and co *)
let cset_of_constrarg_list l =
List.fold_right ConstrSet.add (List.map constr_of l) ConstrSet.empty
VERNAC COMMAND EXTEND AddRing
[ "Add" "Ring"
constr(a) constr(aplus) constr(amult) constr(aone) constr(azero)
constr(aopp) constr(aeq) constr(t) "[" ne_constr_list(l) "]" ]
-> [ add_theory true false false
(constr_of a)
None
None
None
(constr_of aplus)
(constr_of amult)
(constr_of aone)
(constr_of azero)
(Some (constr_of aopp))
(constr_of aeq)
(constr_of t)
(cset_of_constrarg_list l) ]
| [ "Add" "Semi" "Ring"
constr(a) constr(aplus) constr(amult) constr(aone) constr(azero)
constr(aeq) constr(t) "[" ne_constr_list(l) "]" ]
-> [ add_theory false false false
(constr_of a)
None
None
None
(constr_of aplus)
(constr_of amult)
(constr_of aone)
(constr_of azero)
None
(constr_of aeq)
(constr_of t)
(cset_of_constrarg_list l) ]
| [ "Add" "Abstract" "Ring"
constr(a) constr(aplus) constr(amult) constr(aone)
constr(azero) constr(aopp) constr(aeq) constr(t) ]
-> [ add_theory true true false
(constr_of a)
None
None
None
(constr_of aplus)
(constr_of amult)
(constr_of aone)
(constr_of azero)
(Some (constr_of aopp))
(constr_of aeq)
(constr_of t)
ConstrSet.empty ]
| [ "Add" "Abstract" "Semi" "Ring"
constr(a) constr(aplus) constr(amult) constr(aone)
constr(azero) constr(aeq) constr(t) ]
-> [ add_theory false true false
(constr_of a)
None
None
None
(constr_of aplus)
(constr_of amult)
(constr_of aone)
(constr_of azero)
None
(constr_of aeq)
(constr_of t)
ConstrSet.empty ]
| [ "Add" "Setoid" "Ring"
constr(a) constr(aequiv) constr(asetth) constr(aplus) constr(amult)
constr(aone) constr(azero) constr(aopp) constr(aeq) constr(pm)
constr(mm) constr(om) constr(t) "[" ne_constr_list(l) "]" ]
-> [ add_theory true false true
(constr_of a)
(Some (constr_of aequiv))
(Some (constr_of asetth))
(Some {
plusm = (constr_of pm);
multm = (constr_of mm);
oppm = Some (constr_of om) })
(constr_of aplus)
(constr_of amult)
(constr_of aone)
(constr_of azero)
(Some (constr_of aopp))
(constr_of aeq)
(constr_of t)
(cset_of_constrarg_list l) ]
| [ "Add" "Semi" "Setoid" "Ring"
constr(a) constr(aequiv) constr(asetth) constr(aplus)
constr(amult) constr(aone) constr(azero) constr(aeq)
constr(pm) constr(mm) constr(t) "[" ne_constr_list(l) "]" ]
-> [ add_theory false false true
(constr_of a)
(Some (constr_of aequiv))
(Some (constr_of asetth))
(Some {
plusm = (constr_of pm);
multm = (constr_of mm);
oppm = None })
(constr_of aplus)
(constr_of amult)
(constr_of aone)
(constr_of azero)
None
(constr_of aeq)
(constr_of t)
(cset_of_constrarg_list l) ]
END
|
