]> matita.cs.unibo.it Git - helm.git/commitdiff
irrelevance check half implemented but already impossible to
authorEnrico Tassi <enrico.tassi@inria.fr>
Fri, 30 May 2008 19:21:51 +0000 (19:21 +0000)
committerEnrico Tassi <enrico.tassi@inria.fr>
Fri, 30 May 2008 19:21:51 +0000 (19:21 +0000)
complete

helm/software/components/ng_kernel/alluris.txt
helm/software/components/ng_kernel/check.ml
helm/software/components/ng_kernel/nCic2OCic.ml
helm/software/components/ng_kernel/nCicTypeChecker.ml
helm/software/components/ng_kernel/oCic2NCic.ml

index 815d0e51543c8641dc900e34d67fe8c2d1df0505..0d49a6a7425a76edabbad17f91dfb6a623516729 100644 (file)
-cic:/matita/Q/Qaxioms/symmetric_Qtimes.con
-cic:/matita/Q/Qaxioms/symmetric_Qplus.con
-cic:/matita/Q/Qaxioms/sigma_Q.con
-cic:/matita/Q/Qaxioms/num.con
-cic:/matita/Q/Qaxioms/frac_num_denom.con
-cic:/matita/Q/Qaxioms/frac_n.con
-cic:/matita/Q/Qaxioms/frac_Qopp.con
-cic:/matita/Q/Qaxioms/frac_Qinv2.con
-cic:/matita/Q/Qaxioms/frac_Qinv1.con
-cic:/matita/Q/Qaxioms/frac_O.con
-cic:/matita/Q/Qaxioms/frac.con
-cic:/matita/Q/Qaxioms/distributive_Qtimes_Qplus.con
-cic:/matita/Q/Qaxioms/denom.con
-cic:/matita/Q/Qaxioms/associative_Qtimes.con
-cic:/matita/Q/Qaxioms/associative_Qplus.con
-cic:/matita/Q/Qaxioms/Qtimes_frac.con
-cic:/matita/Q/Qaxioms/Qtimes_Qinv.con
-cic:/matita/Q/Qaxioms/Qtimes_Q1.con
-cic:/matita/Q/Qaxioms/Qtimes.con
-cic:/matita/Q/Qaxioms/Qplus_frac.con
-cic:/matita/Q/Qaxioms/Qplus_Qopp.con
-cic:/matita/Q/Qaxioms/Qplus_QO.con
-cic:/matita/Q/Qaxioms/Qplus.con
-cic:/matita/Q/Qaxioms/Qopp.con
-cic:/matita/Q/Qaxioms/Qlt_fracr.con
-cic:/matita/Q/Qaxioms/Qlt_fracl.con
-cic:/matita/Q/Qaxioms/Qlt.con
-cic:/matita/Q/Qaxioms/Qinv.con
-cic:/matita/Q/Qaxioms/QO.con
-cic:/matita/Q/Qaxioms/Q1.con
-cic:/matita/Q/Qaxioms/Q.con
-cic:/matita/Q/q/symmetric_rtimes.con
-cic:/matita/Q/q/symmetric2_ftimes.con
-cic:/matita/Q/q/rtimes_rinv.con
-cic:/matita/Q/q/rtimes.con
-cic:/matita/Q/q/rinv.con
-cic:/matita/Q/q/ratio_rect.con
-cic:/matita/Q/q/ratio_rec.con
-cic:/matita/Q/q/ratio_ind.con
-cic:/matita/Q/q/ratio.ind
-cic:/matita/Q/q/not_eq_pp_nn.con
-cic:/matita/Q/q/not_eq_pp_cons.con
-cic:/matita/Q/q/not_eq_nn_cons.con
-cic:/matita/Q/q/injective_pp.con
-cic:/matita/Q/q/injective_nn.con
-cic:/matita/Q/q/ftl.con
-cic:/matita/Q/q/ftimes_finv.con
-cic:/matita/Q/q/ftimes.con
-cic:/matita/Q/q/fraction_rect.con
-cic:/matita/Q/q/fraction_rec.con
-cic:/matita/Q/q/fraction_ind.con
-cic:/matita/Q/q/fraction_elim2.con
-cic:/matita/Q/q/fraction.ind
-cic:/matita/Q/q/finv.con
-cic:/matita/Q/q/fhd.con
-cic:/matita/Q/q/eqfb_to_Prop.con
-cic:/matita/Q/q/eqfb.con
-cic:/matita/Q/q/eq_cons_to_eq2.con
-cic:/matita/Q/q/eq_cons_to_eq1.con
-cic:/matita/Q/q/decidable_eq_fraction.con
-cic:/matita/Q/q/aux.con
-cic:/matita/Q/q/Z_to_ratio.con
-cic:/matita/Q/q/Qtimes.con
-cic:/matita/Q/q/Q_rect.con
-cic:/matita/Q/q/Q_rec.con
-cic:/matita/Q/q/Q_ind.con
-cic:/matita/Q/q/Q.ind
-cic:/matita/Z/compare/eqZb_to_Prop.con
-cic:/matita/Z/compare/eqZb_elim.con
-cic:/matita/Z/compare/eqZb.con
-cic:/matita/Z/compare/Z_compare_to_Prop.con
-cic:/matita/Z/compare/Z_compare.con
-cic:/matita/Z/dirichlet_product/sigma_p_OZ.con
-cic:/matita/Z/dirichlet_product/is_one_OZ.con
-cic:/matita/Z/dirichlet_product/is_one.con
-cic:/matita/Z/dirichlet_product/dirichlet_product_one_r.con
-cic:/matita/Z/dirichlet_product/dirichlet_product_one_l.con
-cic:/matita/Z/dirichlet_product/dirichlet_product_is_one_r.con
-cic:/matita/Z/dirichlet_product/dirichlet_product_is_one_l.con
-cic:/matita/Z/dirichlet_product/dirichlet_product.con
-cic:/matita/Z/dirichlet_product/commutative_dirichlet_product.con
-cic:/matita/Z/dirichlet_product/associative_dirichlet_product.con
-cic:/matita/Z/inversion/sigma_div_moebius.con
-cic:/matita/Z/inversion/sigma_div.con
-cic:/matita/Z/inversion/inversion.con
-cic:/matita/Z/moebius/sigma_p_moebius1.con
-cic:/matita/Z/moebius/sigma_p_moebius.con
-cic:/matita/Z/moebius/p_ord_SSq_r_to_moebius.con
-cic:/matita/Z/moebius/p_ord_SO_r_to_moebius1.con
-cic:/matita/Z/moebius/p_ord_SO_r_to_moebius.con
-cic:/matita/Z/moebius/p_ord_SO_SO_to_moebius.con
-cic:/matita/Z/moebius/not_divides_to_eq_moebius_aux.con
-cic:/matita/Z/moebius/moebius_exp.con
-cic:/matita/Z/moebius/moebius_aux_SO.con
-cic:/matita/Z/moebius/moebius_aux.con
-cic:/matita/Z/moebius/moebius.con
-cic:/matita/Z/moebius/eq_moebius_moebius_aux.con
-cic:/matita/Z/orders/transitive_Zlt.con
-cic:/matita/Z/orders/transitive_Zle.con
-cic:/matita/Z/orders/trans_Zlt.con
-cic:/matita/Z/orders/trans_Zle.con
-cic:/matita/Z/orders/lt_to_Zlt_pos_pos.con
-cic:/matita/Z/orders/lt_to_Zlt_neg_neg.con
-cic:/matita/Z/orders/irreflexive_Zlt.con
-cic:/matita/Z/orders/irrefl_Zlt.con
-cic:/matita/Z/orders/Zlt_to_Zle.con
-cic:/matita/Z/orders/Zlt_pos_pos_to_lt.con
-cic:/matita/Z/orders/Zlt_neg_neg_to_lt.con
-cic:/matita/Z/orders/Zlt.con
-cic:/matita/Z/orders/Zle.con
-cic:/matita/Z/plus/sym_Zplus.con
-cic:/matita/Z/plus/injective_Zplus_r.con
-cic:/matita/Z/plus/injective_Zplus_l.con
-cic:/matita/Z/plus/eq_OZ_Zopp_OZ.con
-cic:/matita/Z/plus/associative_Zplus.con
-cic:/matita/Z/plus/assoc_Zplus.con
-cic:/matita/Z/plus/Zsucc_Zplus_pos_O.con
-cic:/matita/Z/plus/Zpred_Zplus_neg_O.con
-cic:/matita/Z/plus/Zplus_z_OZ.con
-cic:/matita/Z/plus/Zplus_pos_pos.con
-cic:/matita/Z/plus/Zplus_pos_neg.con
-cic:/matita/Z/plus/Zplus_neg_pos.con
-cic:/matita/Z/plus/Zplus_neg_neg.con
-cic:/matita/Z/plus/Zplus_Zsucc_pos_pos.con
-cic:/matita/Z/plus/Zplus_Zsucc_pos_neg.con
-cic:/matita/Z/plus/Zplus_Zsucc_neg_pos.con
-cic:/matita/Z/plus/Zplus_Zsucc_neg_neg.con
-cic:/matita/Z/plus/Zplus_Zsucc_Zpred.con
-cic:/matita/Z/plus/Zplus_Zsucc.con
-cic:/matita/Z/plus/Zplus_Zpred.con
-cic:/matita/Z/plus/Zplus_Zopp.con
-cic:/matita/Z/plus/Zplus.con
-cic:/matita/Z/plus/Zopp_Zplus.con
-cic:/matita/Z/plus/Zopp_Zopp.con
-cic:/matita/Z/plus/Zopp.con
-cic:/matita/Z/plus/Zminus.con
-cic:/matita/Z/sigma_p/true_to_sigma_p_Sn.con
-cic:/matita/Z/sigma_p/symmetricZPlus.con
-cic:/matita/Z/sigma_p/sigma_p_plus.con
-cic:/matita/Z/sigma_p/sigma_p_knm.con
-cic:/matita/Z/sigma_p/sigma_p_gi.con
-cic:/matita/Z/sigma_p/sigma_p_false.con
-cic:/matita/Z/sigma_p/sigma_p_divides_b.con
-cic:/matita/Z/sigma_p/sigma_p2_eq.con
-cic:/matita/Z/sigma_p/sigma_p2.con
-cic:/matita/Z/sigma_p/sigma_p2'.con
-cic:/matita/Z/sigma_p/sigma_p.con
-cic:/matita/Z/sigma_p/false_to_sigma_p_Sn.con
-cic:/matita/Z/sigma_p/false_to_eq_sigma_p.con
-cic:/matita/Z/sigma_p/eq_sigma_p_gh.con
-cic:/matita/Z/sigma_p/eq_sigma_p1.con
-cic:/matita/Z/sigma_p/eq_sigma_p.con
-cic:/matita/Z/sigma_p/divides_exp_to_lt_ord.con
-cic:/matita/Z/sigma_p/divides_exp_to_divides_ord_rem.con
-cic:/matita/Z/sigma_p/Ztimes_sigma_pr.con
-cic:/matita/Z/sigma_p/Ztimes_sigma_pl.con
-cic:/matita/Z/times/times_minus1.con
-cic:/matita/Z/times/symmetric_Ztimes.con
-cic:/matita/Z/times/sym_Ztimes.con
-cic:/matita/Z/times/distributive_Ztimes_Zplus.con
-cic:/matita/Z/times/distributive2_Ztimes_pos_Zplus.con
-cic:/matita/Z/times/distributive2_Ztimes_neg_Zplus.con
-cic:/matita/Z/times/distr_Ztimes_Zplus_pos.con
-cic:/matita/Z/times/distr_Ztimes_Zplus_neg.con
-cic:/matita/Z/times/distr_Ztimes_Zplus.con
-cic:/matita/Z/times/associative_Ztimes.con
-cic:/matita/Z/times/assoc_Ztimes.con
-cic:/matita/Z/times/Ztimes_z_OZ.con
-cic:/matita/Z/times/Ztimes_neg_Zopp.con
-cic:/matita/Z/times/Ztimes_Zplus_pos_pos_neg.con
-cic:/matita/Z/times/Ztimes_Zplus_pos_neg_pos.con
-cic:/matita/Z/times/Ztimes_Zone_r.con
-cic:/matita/Z/times/Ztimes_Zone_l.con
-cic:/matita/Z/times/Ztimes.con
-cic:/matita/Z/times/Zone.con
-cic:/matita/Z/z/pos_n_eq_S_n.con
-cic:/matita/Z/z/not_eq_pos_neg.con
-cic:/matita/Z/z/not_eq_OZ_pos.con
-cic:/matita/Z/z/not_eq_OZ_neg.con
-cic:/matita/Z/z/neg_Z_of_nat.con
-cic:/matita/Z/z/injective_pos.con
-cic:/matita/Z/z/injective_neg.con
-cic:/matita/Z/z/inj_pos.con
-cic:/matita/Z/z/inj_neg.con
-cic:/matita/Z/z/decidable_eq_Z.con
-cic:/matita/Z/z/abs.con
-cic:/matita/Z/z/Zsucc_Zpred.con
-cic:/matita/Z/z/Zsucc.con
-cic:/matita/Z/z/Zpred_Zsucc.con
-cic:/matita/Z/z/Zpred.con
-cic:/matita/Z/z/Z_rect.con
-cic:/matita/Z/z/Z_rec.con
-cic:/matita/Z/z/Z_of_nat.con
-cic:/matita/Z/z/Z_ind.con
-cic:/matita/Z/z/Z.ind
-cic:/matita/Z/z/OZ_test_to_Prop.con
-cic:/matita/Z/z/OZ_test.con
-cic:/matita/algebra/CoRN/SemiGroups/subcrr.con
-cic:/matita/algebra/CoRN/SemiGroups/plus_assoc_unfolded.con
-cic:/matita/algebra/CoRN/SemiGroups/plus_assoc.con
-cic:/matita/algebra/CoRN/SemiGroups/part_function_plus_strext.con
-cic:/matita/algebra/CoRN/SemiGroups/morphism_of_CSemiGroups.con
-cic:/matita/algebra/CoRN/SemiGroups/mk_SubCSemiGroup.con
-cic:/matita/algebra/CoRN/SemiGroups/is_unit.con
-cic:/matita/algebra/CoRN/SemiGroups/is_rht_unit.con
-cic:/matita/algebra/CoRN/SemiGroups/is_lft_unit.con
-cic:/matita/algebra/CoRN/SemiGroups/is_CSemiGroup.con
-cic:/matita/algebra/CoRN/SemiGroups/included_FPlus.con
-cic:/matita/algebra/CoRN/SemiGroups/included_FPlus'.con
-cic:/matita/algebra/CoRN/SemiGroups/included_FPlus''.con
-cic:/matita/algebra/CoRN/SemiGroups/dprod_strext.con
-cic:/matita/algebra/CoRN/SemiGroups/dprod_as_csb_fun.con
-cic:/matita/algebra/CoRN/SemiGroups/dprod.con
-cic:/matita/algebra/CoRN/SemiGroups/direct_product_is_CSemiGroup.con
-cic:/matita/algebra/CoRN/SemiGroups/direct_product_as_CSemiGroup.con
-cic:/matita/algebra/CoRN/SemiGroups/csg_proof.con
-cic:/matita/algebra/CoRN/SemiGroups/csg_op.con
-cic:/matita/algebra/CoRN/SemiGroups/csg_crr.con
-cic:/matita/algebra/CoRN/SemiGroups/cs_unique_unit.con
-cic:/matita/algebra/CoRN/SemiGroups/Type_OF_CSemiGroup.con
-cic:/matita/algebra/CoRN/SemiGroups/NQ.con
-cic:/matita/algebra/CoRN/SemiGroups/NP.con
-cic:/matita/algebra/CoRN/SemiGroups/FunClass_2_OF_CSemiGroup.con
-cic:/matita/algebra/CoRN/SemiGroups/Fplus.con
-cic:/matita/algebra/CoRN/SemiGroups/FS_is_CSemiGroup.con
-cic:/matita/algebra/CoRN/SemiGroups/FS_as_CSemiGroup.con
-cic:/matita/algebra/CoRN/SemiGroups/CSemiGroup_rect.con
-cic:/matita/algebra/CoRN/SemiGroups/CSemiGroup_rec.con
-cic:/matita/algebra/CoRN/SemiGroups/CSemiGroup_is_CSemiGroup.con
-cic:/matita/algebra/CoRN/SemiGroups/CSemiGroup_ind.con
-cic:/matita/algebra/CoRN/SemiGroups/CSemiGroup.ind
-cic:/matita/algebra/CoRN/SemiGroups/Astar_is_CSemiGroup.con
-cic:/matita/algebra/CoRN/SemiGroups/Astar_as_CSemiGroup.con
-cic:/matita/algebra/CoRN/SetoidFun/total_eq_part.con
-cic:/matita/algebra/CoRN/SetoidFun/ta_apfun.con
-cic:/matita/algebra/CoRN/SetoidFun/sym_apfun.con
-cic:/matita/algebra/CoRN/SetoidFun/surjective.con
-cic:/matita/algebra/CoRN/SetoidFun/sigT_rect.con
-cic:/matita/algebra/CoRN/SetoidFun/sigT_rec.con
-cic:/matita/algebra/CoRN/SetoidFun/sigT_ind.con
-cic:/matita/algebra/CoRN/SetoidFun/sigT.ind
-cic:/matita/algebra/CoRN/SetoidFun/projected_bin_fun.con
-cic:/matita/algebra/CoRN/SetoidFun/proj_bin_fun.con
-cic:/matita/algebra/CoRN/SetoidFun/projT2m.con
-cic:/matita/algebra/CoRN/SetoidFun/projT1.con
-cic:/matita/algebra/CoRN/SetoidFun/proj2_sigTm.con
-cic:/matita/algebra/CoRN/SetoidFun/proj1_sigT.con
-cic:/matita/algebra/CoRN/SetoidFun/prj2.con
-cic:/matita/algebra/CoRN/SetoidFun/prj1.con
-cic:/matita/algebra/CoRN/SetoidFun/pfwdef.con
-cic:/matita/algebra/CoRN/SetoidFun/pfstrx.con
-cic:/matita/algebra/CoRN/SetoidFun/pfpfun.con
-cic:/matita/algebra/CoRN/SetoidFun/pfdom.con
-cic:/matita/algebra/CoRN/SetoidFun/part_function_comp_strext.con
-cic:/matita/algebra/CoRN/SetoidFun/part_function_comp_dom_wd.con
-cic:/matita/algebra/CoRN/SetoidFun/opOnFun.con
-cic:/matita/algebra/CoRN/SetoidFun/n_ary_operation.con
-cic:/matita/algebra/CoRN/SetoidFun/mycor.con
-cic:/matita/algebra/CoRN/SetoidFun/is_nullary_operation.con
-cic:/matita/algebra/CoRN/SetoidFun/irrefl_apfun.con
-cic:/matita/algebra/CoRN/SetoidFun/invfun.con
-cic:/matita/algebra/CoRN/SetoidFun/inverse.con
-cic:/matita/algebra/CoRN/SetoidFun/inv_strext.con
-cic:/matita/algebra/CoRN/SetoidFun/inv2.con
-cic:/matita/algebra/CoRN/SetoidFun/inv1.con
-cic:/matita/algebra/CoRN/SetoidFun/injective_weak.con
-cic:/matita/algebra/CoRN/SetoidFun/injective_imp_injective_weak.con
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-cic:/matita/algebra/CoRN/SetoidFun/inj2.con
-cic:/matita/algebra/CoRN/SetoidFun/inj1.con
-cic:/matita/algebra/CoRN/SetoidFun/id_is_bij.con
-cic:/matita/algebra/CoRN/SetoidFun/free_csetoid_is_CSetoid.con
-cic:/matita/algebra/CoRN/SetoidFun/free_csetoid_as_csetoid.con
-cic:/matita/algebra/CoRN/SetoidFun/extension_wd.con
-cic:/matita/algebra/CoRN/SetoidFun/extend.con
-cic:/matita/algebra/CoRN/SetoidFun/ext2_a.con
-cic:/matita/algebra/CoRN/SetoidFun/ext2.con
-cic:/matita/algebra/CoRN/SetoidFun/ext1.con
-cic:/matita/algebra/CoRN/SetoidFun/eq_to_ap_to_ap.con
-cic:/matita/algebra/CoRN/SetoidFun/eq_fun.con
-cic:/matita/algebra/CoRN/SetoidFun/eq_fm.con
-cic:/matita/algebra/CoRN/SetoidFun/empty_word.con
-cic:/matita/algebra/CoRN/SetoidFun/dom_wd.con
-cic:/matita/algebra/CoRN/SetoidFun/disj_wd.con
-cic:/matita/algebra/CoRN/SetoidFun/disj.con
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-cic:/matita/algebra/CoRN/SetoidFun/cs_binproj1.con
-cic:/matita/algebra/CoRN/SetoidFun/cotrans_apfun.con
-cic:/matita/algebra/CoRN/SetoidFun/conj_wd.con
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-cic:/matita/algebra/CoRN/SetoidFun/compose_CSetoid_bin_un_fun.con
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-cic:/matita/algebra/CoRN/SetoidFun/ap_fm_tight.con
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-cic:/matita/algebra/CoRN/SetoidFun/Inv_bij.con
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-cic:/matita/algebra/CoRN/SetoidFun/Fid.con
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 cic:/matita/higher_order_defs/functions/symmetric2.con
 cic:/matita/higher_order_defs/functions/symmetric.con
 cic:/matita/higher_order_defs/functions/surjective.con
@@ -1010,7 +496,6 @@ cic:/matita/higher_order_defs/functions/distributive2.con
 cic:/matita/higher_order_defs/functions/distributive.con
 cic:/matita/higher_order_defs/functions/compose.con
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 cic:/matita/higher_order_defs/relations/transitive.con
 cic:/matita/higher_order_defs/relations/tight_apart.con
 cic:/matita/higher_order_defs/relations/symmetric.con
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 cic:/matita/higher_order_defs/relations/irreflexive.con
 cic:/matita/higher_order_defs/relations/cotransitive.con
 cic:/matita/higher_order_defs/relations/antisymmetric.con
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 cic:/matita/logic/connectives/proj2.con
 cic:/matita/logic/connectives/proj1.con
 cic:/matita/logic/connectives/iff.con
@@ -1110,9 +529,6 @@ cic:/matita/logic/connectives/And_rect.con
 cic:/matita/logic/connectives/And_rec.con
 cic:/matita/logic/connectives/And_ind.con
 cic:/matita/logic/connectives/And.ind
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 cic:/matita/logic/equality/trans_sym_eq.con
 cic:/matita/logic/equality/trans_eq.con
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 cic:/matita/logic/equality/eq_OF_eq.con
 cic:/matita/logic/equality/eq.ind
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 cic:/matita/nat/nat/pred_Sn.con
 cic:/matita/nat/nat/pred.con
 cic:/matita/nat/nat/not_zero.con
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 cic:/matita/nat/nat/inj_S.con
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-cic:/matita/nat/primes/primeb.con
-cic:/matita/nat/primes/prime_to_smallest_factor.con
-cic:/matita/nat/primes/prime_to_primeb_true.con
-cic:/matita/nat/primes/prime_to_lt_SO.con
-cic:/matita/nat/primes/prime_to_lt_O.con
-cic:/matita/nat/primes/prime_smallest_factor_n.con
-cic:/matita/nat/primes/prime.con
-cic:/matita/nat/primes/or_div_mod1.con
-cic:/matita/nat/primes/not_prime_to_primeb_false.con
-cic:/matita/nat/primes/not_prime_SO.con
-cic:/matita/nat/primes/not_prime_O.con
-cic:/matita/nat/primes/not_divides_to_divides_b_false.con
-cic:/matita/nat/primes/not_divides_S_fact.con
-cic:/matita/nat/primes/mod_S_fact.con
-cic:/matita/nat/primes/mod_O_to_divides.con
-cic:/matita/nat/primes/lt_smallest_factor_to_not_divides.con
-cic:/matita/nat/primes/lt_SO_smallest_factor.con
-cic:/matita/nat/primes/lt_O_smallest_factor.con
-cic:/matita/nat/primes/le_smallest_factor_n.con
-cic:/matita/nat/primes/eq_mod_to_divides.con
-cic:/matita/nat/primes/eq_div_plus.con
-cic:/matita/nat/primes/divides_to_mod_O.con
-cic:/matita/nat/primes/divides_to_lt_O.con
-cic:/matita/nat/primes/divides_to_le.con
-cic:/matita/nat/primes/divides_to_eq_times_div_div_times.con
-cic:/matita/nat/primes/divides_to_divides_b_true1.con
-cic:/matita/nat/primes/divides_to_divides_b_true.con
-cic:/matita/nat/primes/divides_to_div_mod_spec.con
-cic:/matita/nat/primes/divides_to_div.con
-cic:/matita/nat/primes/divides_times.con
-cic:/matita/nat/primes/divides_smallest_factor_n.con
-cic:/matita/nat/primes/divides_plus.con
-cic:/matita/nat/primes/divides_n_n.con
-cic:/matita/nat/primes/divides_n_O.con
-cic:/matita/nat/primes/divides_minus.con
-cic:/matita/nat/primes/divides_ind.con
-cic:/matita/nat/primes/divides_fact.con
-cic:/matita/nat/primes/divides_f_pi_f.con
-cic:/matita/nat/primes/divides_div.con
-cic:/matita/nat/primes/divides_b_true_to_lt_O.con
-cic:/matita/nat/primes/divides_b_true_to_divides1.con
-cic:/matita/nat/primes/divides_b_true_to_divides.con
-cic:/matita/nat/primes/divides_b_to_Prop.con
-cic:/matita/nat/primes/divides_b_false_to_not_divides1.con
-cic:/matita/nat/primes/divides_b_false_to_not_divides.con
-cic:/matita/nat/primes/divides_b_div_true.con
-cic:/matita/nat/primes/divides_b.con
-cic:/matita/nat/primes/divides_SO_n.con
-cic:/matita/nat/primes/divides.ind
-cic:/matita/nat/primes/div_mod_spec_to_divides.con
-cic:/matita/nat/primes/div_div.con
-cic:/matita/nat/primes/decidable_prime.con
-cic:/matita/nat/primes/decidable_divides.con
-cic:/matita/nat/primes/antisymmetric_divides.con
-cic:/matita/nat/relevant_equations/times_plus_plus.con
-cic:/matita/nat/relevant_equations/times_plus_l.con
-cic:/matita/nat/relevant_equations/times_minus_l.con
-cic:/matita/nat/relevant_equations/eq_pred_to_eq.con
-cic:/matita/nat/sigma_and_pi/sigma.con
-cic:/matita/nat/sigma_and_pi/pi.con
-cic:/matita/nat/sigma_and_pi/exp_pi_l.con
-cic:/matita/nat/sigma_and_pi/eq_sigma.con
-cic:/matita/nat/sigma_and_pi/eq_pi.con
-cic:/matita/nat/sigma_and_pi/eq_fact_pi.con
-cic:/matita/nat/sqrt/sqrt.con
-cic:/matita/nat/sqrt/monotonic_sqrt.con
-cic:/matita/nat/sqrt/lt_sqrt_to_le_times_l.con
-cic:/matita/nat/sqrt/lt_sqrt_n.con
-cic:/matita/nat/sqrt/lt_sqrt.con
-cic:/matita/nat/sqrt/leq_sqrt_n.con
-cic:/matita/nat/sqrt/le_sqrt_to_le_times_r.con
-cic:/matita/nat/sqrt/le_sqrt_to_le_times_l.con
-cic:/matita/nat/sqrt/le_sqrt_nl.con
-cic:/matita/nat/sqrt/le_sqrt_n_n.con
-cic:/matita/nat/sqrt/le_sqrt_n1.con
-cic:/matita/nat/sqrt/le_sqrt_log_n.con
-cic:/matita/nat/sqrt/eq_sqrt.con
-cic:/matita/nat/times/times_n_Sm.con
-cic:/matita/nat/times/times_n_SO.con
-cic:/matita/nat/times/times_n_O.con
-cic:/matita/nat/times/times_SSO_n.con
-cic:/matita/nat/times/times_SSO.con
-cic:/matita/nat/times/times_O_to_O.con
-cic:/matita/nat/times/times.con
-cic:/matita/nat/times/symmetric_times.con
-cic:/matita/nat/times/sym_times.con
-cic:/matita/nat/times/or_eq_eq_S.con
-cic:/matita/nat/times/distributive_times_plus.con
-cic:/matita/nat/times/distr_times_plus.con
-cic:/matita/nat/times/associative_times.con
-cic:/matita/nat/times/assoc_times.con
-cic:/matita/nat/totient/totient_times.con
-cic:/matita/nat/totient/totient.con
-cic:/matita/nat/totient1/sigma_p_Sn_divides_b_totient_n.con
-cic:/matita/nat/totient1/lt_O_to_divides_to_lt_O_div.con
-cic:/matita/technicalities/setoids/variance_rect.con
-cic:/matita/technicalities/setoids/variance_rec.con
-cic:/matita/technicalities/setoids/variance_of_argument_class.con
-cic:/matita/technicalities/setoids/variance_ind.con
-cic:/matita/technicalities/setoids/variance.ind
-cic:/matita/technicalities/setoids/rewrite_direction_rect.con
-cic:/matita/technicalities/setoids/rewrite_direction_rec.con
-cic:/matita/technicalities/setoids/rewrite_direction_ind.con
-cic:/matita/technicalities/setoids/rewrite_direction.ind
-cic:/matita/technicalities/setoids/relation_of_relation_class.con
-cic:/matita/technicalities/setoids/relation_of_product_of_arguments.con
-cic:/matita/technicalities/setoids/relation_of_areflexive_relation_class.con
-cic:/matita/technicalities/setoids/relation_class_of_reflexive_relation_class.con
-cic:/matita/technicalities/setoids/relation_class_of_argument_class.con
-cic:/matita/technicalities/setoids/relation_class_of_areflexive_relation_class.con
-cic:/matita/technicalities/setoids/product_of_arguments.con
-cic:/matita/technicalities/setoids/opposite_direction_idempotent.con
-cic:/matita/technicalities/setoids/opposite_direction.con
-cic:/matita/technicalities/setoids/nelistT_rect.con
-cic:/matita/technicalities/setoids/nelistT_rec.con
-cic:/matita/technicalities/setoids/nelistT_ind.con
-cic:/matita/technicalities/setoids/nelistT.ind
-cic:/matita/technicalities/setoids/morphism_theory_of_predicate.con
-cic:/matita/technicalities/setoids/morphism_theory_of_function.con
-cic:/matita/technicalities/setoids/make_compatibility_goal_aux.con
-cic:/matita/technicalities/setoids/make_compatibility_goal.con
-cic:/matita/technicalities/setoids/list_of_Leibniz_of_list_of_types.con
-cic:/matita/technicalities/setoids/interp_relation_class_list.con
-cic:/matita/technicalities/setoids/interp.con
-cic:/matita/technicalities/setoids/impl_trans.con
-cic:/matita/technicalities/setoids/impl_refl.con
-cic:/matita/technicalities/setoids/impl.con
-cic:/matita/technicalities/setoids/get_rewrite_direction.con
-cic:/matita/technicalities/setoids/function_type_of_morphism_signature.con
-cic:/matita/technicalities/setoids/equality_morphism_of_symmetric_reflexive_transitive_relation.con
-cic:/matita/technicalities/setoids/equality_morphism_of_symmetric_areflexive_transitive_relation.con
-cic:/matita/technicalities/setoids/equality_morphism_of_asymmetric_reflexive_transitive_relation.con
-cic:/matita/technicalities/setoids/equality_morphism_of_asymmetric_areflexive_transitive_relation.con
-cic:/matita/technicalities/setoids/directed_relation_of_relation_class.con
-cic:/matita/technicalities/setoids/directed_relation_of_argument_class.con
-cic:/matita/technicalities/setoids/check_if_variance_is_respected_inv.con
-cic:/matita/technicalities/setoids/check_if_variance_is_respected_ind.con
-cic:/matita/technicalities/setoids/check_if_variance_is_respected.ind
-cic:/matita/technicalities/setoids/carrier_of_relation_class.con
-cic:/matita/technicalities/setoids/carrier_of_reflexive_relation_class.con
-cic:/matita/technicalities/setoids/carrier_of_areflexive_relation_class.con
-cic:/matita/technicalities/setoids/apply_morphism_compatibility_Right2Left.con
-cic:/matita/technicalities/setoids/apply_morphism_compatibility_Left2Right.con
-cic:/matita/technicalities/setoids/apply_morphism.con
-cic:/matita/technicalities/setoids/about_carrier_of_relation_class_and_relation_class_of_argument_class.con
-cic:/matita/technicalities/setoids/X_Relation_Class_rect.con
-cic:/matita/technicalities/setoids/X_Relation_Class_rec.con
-cic:/matita/technicalities/setoids/X_Relation_Class_ind.con
-cic:/matita/technicalities/setoids/X_Relation_Class.ind
-cic:/matita/technicalities/setoids/Relation_Class.con
-cic:/matita/technicalities/setoids/Reflexive_Relation_Class_rect.con
-cic:/matita/technicalities/setoids/Reflexive_Relation_Class_rec.con
-cic:/matita/technicalities/setoids/Reflexive_Relation_Class_ind.con
-cic:/matita/technicalities/setoids/Reflexive_Relation_Class.ind
-cic:/matita/technicalities/setoids/Morphism_Theory_rect.con
-cic:/matita/technicalities/setoids/Morphism_Theory_rec.con
-cic:/matita/technicalities/setoids/Morphism_Theory_ind.con
-cic:/matita/technicalities/setoids/Morphism_Theory.ind
-cic:/matita/technicalities/setoids/Morphism_Context_rect2.con
-cic:/matita/technicalities/setoids/Morphism_Context_rect.con
-cic:/matita/technicalities/setoids/Morphism_Context_rec.con
-cic:/matita/technicalities/setoids/Morphism_Context_inv.con
-cic:/matita/technicalities/setoids/Morphism_Context_ind.con
-cic:/matita/technicalities/setoids/Morphism_Context_List_rect2.con
-cic:/matita/technicalities/setoids/Morphism_Context_List_rect.con
-cic:/matita/technicalities/setoids/Morphism_Context_List_rec.con
-cic:/matita/technicalities/setoids/Morphism_Context_List_inv.con
-cic:/matita/technicalities/setoids/Morphism_Context_List_ind.con
-cic:/matita/technicalities/setoids/Morphism_Context.ind
-cic:/matita/technicalities/setoids/Impl_Relation_Class.con
-cic:/matita/technicalities/setoids/Iff_Relation_Class.con
-cic:/matita/technicalities/setoids/Function.con
-cic:/matita/technicalities/setoids/Compat.con
-cic:/matita/technicalities/setoids/Arguments.con
-cic:/matita/technicalities/setoids/Argument_Class.con
-cic:/matita/technicalities/setoids/Areflexive_Relation_Class_rect.con
-cic:/matita/technicalities/setoids/Areflexive_Relation_Class_rec.con
-cic:/matita/technicalities/setoids/Areflexive_Relation_Class_ind.con
-cic:/matita/technicalities/setoids/Areflexive_Relation_Class.ind
index a793cf05978817f49e8a6ae00180994000545ef6..71ba8ddc284720f3ec8bed7fa0ed08c34b41d6d6 100644 (file)
@@ -56,8 +56,13 @@ let mk_type n =
   else
      [false, NUri.uri_of_string ("cic:/matita/pts/Type"^string_of_int n^".univ")]
 ;;
+let mk_cprop n = 
+  if n = 0 then 
+    [false, NUri.uri_of_string ("cic:/matita/pts/CProp.univ")]
+  else
+    [false, NUri.uri_of_string ("cic:/matita/pts/CProp"^string_of_int n^".univ")]
+;;
 
-let cprop = [false, NUri.uri_of_string ("cic:/matita/pts/CProp.univ")];;
 
 let _ =
   let do_old_logging = ref true in
@@ -139,11 +144,14 @@ let _ =
   prerr_endline "finished....";
   let lll = List.sort compare (CicUniv.do_rank (get_graph ())) in
   prerr_endline "caching objects";
-  NCicEnvironment.add_constraint true cprop (mk_type 0);
   let _ = 
     let rec aux = function
       | a::(b::_ as tl) ->
          NCicEnvironment.add_constraint true (mk_type a) (mk_type b);
+         NCicEnvironment.add_constraint true (mk_cprop a) (mk_cprop b);
+         NCicEnvironment.add_constraint true (mk_type a) (mk_cprop a);
+         NCicEnvironment.add_constraint true (mk_cprop a) (mk_type b);
+         NCicEnvironment.add_constraint true (mk_type b) (mk_cprop b);
          aux tl
       | _ -> ()
     in
index d9edb1100c7d45340f97a907353decc2fc345c6d..5f8279d7e67cb3660652e392b882a49cc4fa63a7 100644 (file)
@@ -37,7 +37,7 @@ let convert_term uri n_fl t =
  | NCic.Sort (NCic.Type u) when
     (* BUG HERE: I should use NCicEnvironment.universe_eq, but I do not
        want to add this recursion between the modules *)
-    (*NCicEnvironment.universe_eq*) u=cprop -> Cic.Sort Cic.CProp 
+    (*NCicEnvironment.universe_eq*) u=cprop -> Cic.Sort (Cic.CProp (CicUniv.fresh ()))
  | NCic.Sort (NCic.Type _) -> Cic.Sort (Cic.Type (CicUniv.fresh ()))
  | NCic.Implicit _ -> assert false
  | NCic.Const (NReference.Ref (u,NReference.Ind (_,i,_))) -> 
index 598ed2a67c5b857072506292391d9594f461a01f..886a982efb9e29735111dda4026666dbc5137157 100644 (file)
@@ -1086,9 +1086,10 @@ let check_rel1_irrelevant ~metasenv ~subst context =
   let shift e (k, context) = k+1,e::context in
   let rec aux (evil, context as k) () t =
     match R.whd ~subst context t with
-    | C.Rel i when i = evil -> raise (TypeCheckerFailure (lazy (Printf.sprintf
+    | C.Rel i when i = evil -> (*
+        raise (TypeCheckerFailure (lazy (Printf.sprintf
          "Argument %s declared as irrelevante is used in a relevant position" 
-           (PP.ppterm ~subst ~metasenv ~context (C.Rel i)))))
+           (PP.ppterm ~subst ~metasenv ~context (C.Rel i))))) *) ()
     | C.Meta _ -> ()
     | C.Lambda (name,so,tgt) -> 
         (* checking so is not needed since the implicit version of CC
@@ -1115,33 +1116,60 @@ let check_relevance ~metasenv ~subst ~in_type relevance =
   let shift e (in_type, context, relevance) = 
     assert (relevance = []); in_type, e::context, relevance
   in
-  let rec aux (in_type, context, relevance as k) () t = 
-    match relevance, R.whd ~subst context t, in_type with
-    | _,C.Meta _,_ -> ()
-    | true::tl,C.Lambda (name,so,t), false 
-    | true::tl,C.Prod (name,so,t), true -> 
-        aux (in_type, (name, C.Decl so)::context, tl) () t
-    | false::tl,C.Lambda (name,so,t), false 
-    | false::tl,C.Prod (name,so,t), true -> 
-        let context = (name, C.Decl so)::context in
-        check_rel1_irrelevant ~metasenv ~subst context t;
-        aux (in_type, context, tl) () t
-    | [], C.Match (ref,oty,t,pl), _ ->
-        aux k () t;
-        let _,lno,itl,_,i = E.get_checked_indtys ref in
-        let rel,_,_,cl = List.nth itl i in
-        let _, rel = HExtlib.split_nth lno rel in
-        aux (false, context, rel) () oty;
-        List.iter2 
-          (fun p (rel,_,_) -> 
-             let _,rel = HExtlib.split_nth lno rel in
-             aux (false, context, rel) () p)
-          pl cl
-    | [],t,_ -> U.fold shift k aux () t
-    | _,_,_ -> 
-        raise (TypeCheckerFailure (lazy "Wrong relevance declaration"))
+  let rec aux2 (_,context,relevance as k) t = 
+    let error () = () (*
+      raise (TypeCheckerFailure 
+       (lazy ("Wrong relevance declaration: " ^ 
+       String.concat "," (List.map string_of_bool relevance)^ 
+       "\nfor: "^PP.ppterm ~metasenv ~subst ~context t))) *)
+    in
+    let rec aux (in_type, context, relevance as k) () t = 
+      match relevance, R.whd ~subst context t, in_type with
+      | _,C.Meta _,_ -> ()
+      | true::tl,C.Lambda (name,so,t), false 
+      | true::tl,C.Prod (name,so,t), true -> 
+          aux (in_type, (name, C.Decl so)::context, tl) () t
+      | false::tl,C.Lambda (name,so,t), false 
+      | false::tl,C.Prod (name,so,t), true -> 
+          let context = (name, C.Decl so)::context in
+          check_rel1_irrelevant ~metasenv ~subst context t;
+          aux (in_type, context, tl) () t
+      | [], C.Match (ref,oty,t,pl), _ ->
+          aux k () t;
+          let _,lno,itl,_,i = E.get_checked_indtys ref in
+          let rel,_,_,cl = List.nth itl i in
+          let _, rel = 
+            try HExtlib.split_nth lno rel 
+            with Failure _ -> [],[]
+          in
+          aux2 (false, context, rel) oty;
+          List.iter2 
+            (fun p (rel,_,_) -> 
+               let _,rel = 
+                 try HExtlib.split_nth lno rel 
+                 with Failure _ -> [],[]
+               in
+               aux2 (false, context, rel) p)
+            pl cl
+      | [],t,_ -> U.fold shift k aux () t
+      | rel1,C.Appl (C.Const ref :: args),_ ->
+          let relevance = E.get_relevance ref in
+          let _, relevance = 
+            try HExtlib.split_nth (List.length args) relevance 
+            with Failure _ -> [],[] 
+          in
+          prerr_endline ("rimane: "^String.concat "," (List.map string_of_bool relevance)^ " contro "^ String.concat "," (List.map string_of_bool rel1) );
+          HExtlib.list_iter_default2 (fun r1 r2 -> if not r1 && r2 then error ())
+            rel1 true relevance
+      | rel1,C.Const ref,_ ->
+          let relevance = E.get_relevance ref in
+          HExtlib.list_iter_default2 (fun r1 r2 -> if not r1 && r2 then error ())
+            rel1 true relevance
+      | _,_,_ -> error ()
+    in
+       aux k () t
   in
-     aux (in_type, [], relevance) ()
+    aux2 (in_type, [], relevance)
 ;;
 
 let typecheck_obj (uri,_height,metasenv,subst,kind) =
index b1b0d321787925a5d7b3c7f8ad6ff0562af57665..56159ffa4e91846f28785b5af4c2b5667cec0d68 100644 (file)
@@ -22,7 +22,35 @@ let mk_type n =
      [false, NUri.uri_of_string ("cic:/matita/pts/Type"^string_of_int n^".univ")]
 ;;
 
-let cprop = [false, NUri.uri_of_string ("cic:/matita/pts/CProp.univ")];;
+let mk_cprop n = 
+  if n = 0 then 
+    [false, NUri.uri_of_string ("cic:/matita/pts/CProp.univ")]
+  else
+    [false, NUri.uri_of_string ("cic:/matita/pts/CProp"^string_of_int n^".univ")]
+;;
+
+let is_proof_irrelevant context ty =
+  match
+    CicReduction.whd context
+     (fst (CicTypeChecker.type_of_aux' [] context ty CicUniv.oblivion_ugraph))
+  with
+     Cic.Sort Cic.Prop -> true
+   | Cic.Sort _ -> false
+   | _ -> assert false
+;;
+
+exception InProp;;
+
+let get_relevance ty =
+ let rec aux context ty =
+  match CicReduction.whd context ty with
+      Cic.Prod (n,s,t) ->
+        not (is_proof_irrelevant context s)::aux (Some (n,Cic.Decl s)::context) t
+    | ty -> if is_proof_irrelevant context ty then raise InProp else []
+ in
+   try aux [] ty
+   with InProp -> []
+;;
 
 (* porcatissima *)
 type reference = Ref of NUri.uri * NReference.spec
@@ -122,6 +150,17 @@ let splat mk_pi ctx t =
     (t,[]) ctx
 ;;
 
+let osplat mk_pi ctx t =
+  List.fold_left
+    (fun t c -> 
+      match c with
+      | Some (name, Cic.Def (bo,ty)) -> Cic.LetIn (name, ty, bo, t)
+      | Some (name, Cic.Decl ty) when mk_pi -> Cic.Prod (name, ty, t)
+      | Some (name, Cic.Decl ty) -> Cic.Lambda (name, ty, t)
+      | None -> assert false)
+    t ctx
+;;
+
 let context_tassonomy ctx = 
     let rec split inner acc acc1 = function 
       | Ce _ :: tl when inner -> split inner (acc+1) (acc1+1) tl
@@ -561,13 +600,13 @@ let convert_term uri t =
         let rno_fixno = ref 0 in
         let fl, fixpoints,_ =
           List.fold_right2 
-            (fun (name,rno,_,bo) ty (l,fixpoints,idx) -> 
+            (fun (name,rno,oty,bo) ty (l,fixpoints,idx) -> 
                let bo, fixpoints_bo = aux false boctx bctx n_fl buri bo in
                let splty,fixpoints_splty = splat true ctx ty in
                let splbo,fixpoints_splbo = splat false ctx bo in
                let rno = rno + free_decls in
                if idx = fixno then rno_fixno := rno;
-               (([],name,rno,splty,splbo)::l),
+               ((get_relevance (osplat true octx oty),name,rno,splty,splbo)::l),
                fixpoints_bo@fixpoints_splty@fixpoints_splbo@fixpoints,idx+1)
             fl tys ([],fixpoints_tys,0)
         in
@@ -633,7 +672,8 @@ let convert_term uri t =
         let ty, fixpoints_ty = aux k octx ctx n_fix uri ty in
         NCic.LetIn ("cast", ty, t, NCic.Rel 1), fixpoints_t @ fixpoints_ty
     | Cic.Sort Cic.Prop -> NCic.Sort NCic.Prop,[]
-    | Cic.Sort Cic.CProp -> NCic.Sort (NCic.Type cprop),[]
+    | Cic.Sort (Cic.CProp u) -> 
+          NCic.Sort (NCic.Type (mk_cprop (CicUniv.get_rank u))),[]
     | Cic.Sort (Cic.Type u) -> 
           NCic.Sort (NCic.Type (mk_type (CicUniv.get_rank u))),[] 
     | Cic.Sort Cic.Set -> NCic.Sort (NCic.Type (mk_type 0)),[] 
@@ -755,29 +795,6 @@ let cook mode vars t =
   aux varsno [] vars
 ;;
 
-let is_proof_irrelevant context ty =
-  match
-    CicReduction.whd context
-     (fst (CicTypeChecker.type_of_aux' [] context ty CicUniv.oblivion_ugraph))
-  with
-     Cic.Sort Cic.Prop -> true
-   | Cic.Sort _ -> false
-   | _ -> assert false
-;;
-
-exception InProp;;
-
-let get_relevance ty =
- let rec aux context ty =
-  match CicReduction.whd context ty with
-      Cic.Prod (n,s,t) ->
-        not (is_proof_irrelevant context s)::aux (Some (n,Cic.Decl s)::context) t
-    | ty -> if is_proof_irrelevant context ty then raise InProp else []
- in
-   try aux [] ty
-   with InProp -> []
-;;
-
 let convert_obj_aux uri = function
  | Cic.Constant (name, None, ty, vars, _) ->
      let ty = cook `Pi vars ty in