From 5b7eafd0f00a16d78f99a27f5c7d5a0de77dc7e6 Mon Sep 17 00:00:00 2001 From: Stephane Glondu Date: Wed, 21 Jul 2010 09:46:51 +0200 Subject: Imported Upstream snapshot 8.3~beta0+13298 --- contrib/romega/const_omega.mli | 176 ----------------------------------------- 1 file changed, 176 deletions(-) delete mode 100644 contrib/romega/const_omega.mli (limited to 'contrib/romega/const_omega.mli') diff --git a/contrib/romega/const_omega.mli b/contrib/romega/const_omega.mli deleted file mode 100644 index 0f00e918..00000000 --- a/contrib/romega/const_omega.mli +++ /dev/null @@ -1,176 +0,0 @@ -(************************************************************************* - - PROJET RNRT Calife - 2001 - Author: Pierre Crégut - France Télécom R&D - Licence : LGPL version 2.1 - - *************************************************************************) - - -(** Coq objects used in romega *) - -(* from Logic *) -val coq_refl_equal : Term.constr lazy_t -val coq_and : Term.constr lazy_t -val coq_not : Term.constr lazy_t -val coq_or : Term.constr lazy_t -val coq_True : Term.constr lazy_t -val coq_False : Term.constr lazy_t -val coq_I : Term.constr lazy_t - -(* from ReflOmegaCore/ZOmega *) -val coq_h_step : Term.constr lazy_t -val coq_pair_step : Term.constr lazy_t -val coq_p_left : Term.constr lazy_t -val coq_p_right : Term.constr lazy_t -val coq_p_invert : Term.constr lazy_t -val coq_p_step : Term.constr lazy_t - -val coq_t_int : Term.constr lazy_t -val coq_t_plus : Term.constr lazy_t -val coq_t_mult : Term.constr lazy_t -val coq_t_opp : Term.constr lazy_t -val coq_t_minus : Term.constr lazy_t -val coq_t_var : Term.constr lazy_t - -val coq_proposition : Term.constr lazy_t -val coq_p_eq : Term.constr lazy_t -val coq_p_leq : Term.constr lazy_t -val coq_p_geq : Term.constr lazy_t -val coq_p_lt : Term.constr lazy_t -val coq_p_gt : Term.constr lazy_t -val coq_p_neq : Term.constr lazy_t -val coq_p_true : Term.constr lazy_t -val coq_p_false : Term.constr lazy_t -val coq_p_not : Term.constr lazy_t -val coq_p_or : Term.constr lazy_t -val coq_p_and : Term.constr lazy_t -val coq_p_imp : Term.constr lazy_t -val coq_p_prop : Term.constr lazy_t - -val coq_f_equal : Term.constr lazy_t -val coq_f_cancel : Term.constr lazy_t -val coq_f_left : Term.constr lazy_t -val coq_f_right : Term.constr lazy_t - -val coq_c_do_both : Term.constr lazy_t -val coq_c_do_left : Term.constr lazy_t -val coq_c_do_right : Term.constr lazy_t -val coq_c_do_seq : Term.constr lazy_t -val coq_c_nop : Term.constr lazy_t -val coq_c_opp_plus : Term.constr lazy_t -val coq_c_opp_opp : Term.constr lazy_t -val coq_c_opp_mult_r : Term.constr lazy_t -val coq_c_opp_one : Term.constr lazy_t -val coq_c_reduce : Term.constr lazy_t -val coq_c_mult_plus_distr : Term.constr lazy_t -val coq_c_opp_left : Term.constr lazy_t -val coq_c_mult_assoc_r : Term.constr lazy_t -val coq_c_plus_assoc_r : Term.constr lazy_t -val coq_c_plus_assoc_l : Term.constr lazy_t -val coq_c_plus_permute : Term.constr lazy_t -val coq_c_plus_comm : Term.constr lazy_t -val coq_c_red0 : Term.constr lazy_t -val coq_c_red1 : Term.constr lazy_t -val coq_c_red2 : Term.constr lazy_t -val coq_c_red3 : Term.constr lazy_t -val coq_c_red4 : Term.constr lazy_t -val coq_c_red5 : Term.constr lazy_t -val coq_c_red6 : Term.constr lazy_t -val coq_c_mult_opp_left : Term.constr lazy_t -val coq_c_mult_assoc_reduced : Term.constr lazy_t -val coq_c_minus : Term.constr lazy_t -val coq_c_mult_comm : Term.constr lazy_t - -val coq_s_constant_not_nul : Term.constr lazy_t -val coq_s_constant_neg : Term.constr lazy_t -val coq_s_div_approx : Term.constr lazy_t -val coq_s_not_exact_divide : Term.constr lazy_t -val coq_s_exact_divide : Term.constr lazy_t -val coq_s_sum : Term.constr lazy_t -val coq_s_state : Term.constr lazy_t -val coq_s_contradiction : Term.constr lazy_t -val coq_s_merge_eq : Term.constr lazy_t -val coq_s_split_ineq : Term.constr lazy_t -val coq_s_constant_nul : Term.constr lazy_t -val coq_s_negate_contradict : Term.constr lazy_t -val coq_s_negate_contradict_inv : Term.constr lazy_t - -val coq_direction : Term.constr lazy_t -val coq_d_left : Term.constr lazy_t -val coq_d_right : Term.constr lazy_t -val coq_d_mono : Term.constr lazy_t - -val coq_e_split : Term.constr lazy_t -val coq_e_extract : Term.constr lazy_t -val coq_e_solve : Term.constr lazy_t - -val coq_interp_sequent : Term.constr lazy_t -val coq_do_omega : Term.constr lazy_t - -(** Building expressions *) - -val do_left : Term.constr -> Term.constr -val do_right : Term.constr -> Term.constr -val do_both : Term.constr -> Term.constr -> Term.constr -val do_seq : Term.constr -> Term.constr -> Term.constr -val do_list : Term.constr list -> Term.constr - -val mk_nat : int -> Term.constr -val mk_list : Term.constr -> Term.constr list -> Term.constr -val mk_plist : Term.types list -> Term.types -val mk_shuffle_list : Term.constr list -> Term.constr - -(** Analyzing a coq term *) - -(* The generic result shape of the analysis of a term. - One-level depth, except when a number is found *) -type parse_term = - Tplus of Term.constr * Term.constr - | Tmult of Term.constr * Term.constr - | Tminus of Term.constr * Term.constr - | Topp of Term.constr - | Tsucc of Term.constr - | Tnum of Bigint.bigint - | Tother - -(* The generic result shape of the analysis of a relation. - One-level depth. *) -type parse_rel = - Req of Term.constr * Term.constr - | Rne of Term.constr * Term.constr - | Rlt of Term.constr * Term.constr - | Rle of Term.constr * Term.constr - | Rgt of Term.constr * Term.constr - | Rge of Term.constr * Term.constr - | Rtrue - | Rfalse - | Rnot of Term.constr - | Ror of Term.constr * Term.constr - | Rand of Term.constr * Term.constr - | Rimp of Term.constr * Term.constr - | Riff of Term.constr * Term.constr - | Rother - -(* A module factorizing what we should now about the number representation *) -module type Int = - sig - (* the coq type of the numbers *) - val typ : Term.constr Lazy.t - (* the operations on the numbers *) - val plus : Term.constr Lazy.t - val mult : Term.constr Lazy.t - val opp : Term.constr Lazy.t - val minus : Term.constr Lazy.t - (* building a coq number *) - val mk : Bigint.bigint -> Term.constr - (* parsing a term (one level, except if a number is found) *) - val parse_term : Term.constr -> parse_term - (* parsing a relation expression, including = < <= >= > *) - val parse_rel : Proof_type.goal Tacmach.sigma -> Term.constr -> parse_rel - (* Is a particular term only made of numbers and + * - ? *) - val is_scalar : Term.constr -> bool - end - -(* Currently, we only use Z numbers *) -module Z : Int -- cgit v1.2.3