From 1d6444d224998214a077a914d08a3ce95500688d Mon Sep 17 00:00:00 2001 From: Reynald Affeldt Date: Sun, 14 Nov 2021 12:11:57 +0900 Subject: [PATCH] changelog for version 0.3.11 - update meta.yml and install.md --- .github/workflows/docker-action.yml | 4 + CHANGELOG.md | 326 +++++++++++++++++++++++++- CHANGELOG_UNRELEASED.md | 349 ---------------------------- INSTALL.md | 22 +- README.md | 3 +- coq-mathcomp-analysis.opam | 3 +- meta.yml | 14 +- 7 files changed, 356 insertions(+), 365 deletions(-) diff --git a/.github/workflows/docker-action.yml b/.github/workflows/docker-action.yml index 32eb68040..7f15a3812 100644 --- a/.github/workflows/docker-action.yml +++ b/.github/workflows/docker-action.yml @@ -19,6 +19,10 @@ jobs: image: - 'mathcomp/mathcomp:1.12.0-coq-8.12' - 'mathcomp/mathcomp:1.12.0-coq-8.13' + - 'mathcomp/mathcomp:1.12.0-coq-8.14' + - 'mathcomp/mathcomp:1.13.0-coq-8.12' + - 'mathcomp/mathcomp:1.13.0-coq-8.13' + - 'mathcomp/mathcomp:1.13.0-coq-8.14' - 'mathcomp/mathcomp-dev:coq-8.11' - 'mathcomp/mathcomp-dev:coq-8.12' - 'mathcomp/mathcomp-dev:coq-8.13' diff --git a/CHANGELOG.md b/CHANGELOG.md index d41a5295c..e39ef430e 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -1,6 +1,330 @@ # Changelog -Last releases: [[0.3.10] - 2021-08-11](#0310---2021-08-11) and [[0.3.9] - 2021-06-12](#039---2021-06-12) +Last releases: [[0.3.10] - 2021-08-11](#0310---2021-08-11) and [[0.3.11] - 2021-11-14](#0311---2021-11-14) + +## [0.3.11] - 2021-11-14 + +### Added + +- in `boolp.v`: + + lemmas `orA`, `andA` +- in `classical_sets.v` + + lemma `setC_inj`, + + lemma `setD1K`, + + lemma `subTset`, + + lemma `setUidPr`, `setUidl` and `setUidr`, + + lemma `setIidPr`, `setIidl` and `setIidr`, + + lemma `set_fset0`, `set_fset1`, `set_fsetI`, `set_fsetU`, + + lemma `bigcap_inf`, `subset_bigcup_r`, `subset_bigcap_r`, + `eq_bigcupl`, `eq_bigcapl`, `eq_bigcup`, `eq_bigcap`, `bigcupU`, + `bigcapI`, `bigcup_const`, `bigcap_const`, `bigcapIr`, `bigcupUr`, + `bigcap_set0`, `bigcap_set1`, `bigcap0`, `bigcapT`, `bigcupT`, + `bigcapTP`, `setI_bigcupl`, `setU_bigcapl`, `bigcup_mkcond`, + `bigcap_mkcond`, `setC_bigsetU`, `setC_bigsetI`, + `bigcap_set_cond`, `bigcap_set`, `bigcap_split`, `bigcap_mkord`, + `subset_bigsetI`, `subset_bigsetI_cond`, `bigcap_image` + + lemmas `bigcup_setU1`, `bigcap_setU1`, `bigcup_setU`, + `bigcap_setU`, `bigcup_fset`, `bigcap_fset`, `bigcup_fsetU1`, + `bigcap_fsetU1`, `bigcup_fsetD1`, `bigcap_fsetD1`, + + definition `mem_set : A u -> u \in A` + + lemmas `in_setP` and `in_set2P` + + lemma `forall_sig` + + definition `patch`, notation `restrict` and `f \_ D`, definitions + `restrict_dep` and `extend_dep`, with lemmas `restrict_depE`, + `fun_eq_inP`, `extend_restrict_dep`, `extend_depK`, + `restrict_extend_dep`, `restrict_dep_restrict`, + `restrict_dep_setT` + + lemmas `setUS`, `setSU`, `setUSS`, `setUCA`, `setUAC`, `setUACA`, + `setUUl`, `setUUr` + + lemmas `bigcup_image`, `bigcup_of_set1`, `set_fset0`, `set_fset1`, `set_fsetI`, + `set_fsetU`, `set_fsetU1`, `set_fsetD`, `set_fsetD1`, + + notation `` [set` i] `` + + notations `set_itv`, `` `[a, b] ``, `` `]a, b] ``, `` `[a, b[ ``, + `` `]a, b[ ``, `` `]-oo, b] ``, `` `]-oo, b[ ``, `` `[a, +oo] ``, + `` `]a, +oo] ``, `` `]-oo, +oo[ `` + + lemmas `setDDl`, `setDDr` +- in `topology.v`: + + lemma `fmap_comp` + + definition `finSubCover` + + notations ``{uniform` A -> V }`` and `{uniform U -> V}` and their + canonical structures of uniform type. + + definition `uniform_fun` to cast into + + notations `{uniform A, F --> f }` and `{uniform, F --> f}` + + lemma `uniform_cvgE` + + lemma `uniform_nbhs` + + notation `{ptws U -> V}` and its canonical structure of + topological type, + + definition `ptws_fun` + + notation `{ptws F --> f }` + + lemma `ptws_cvgE` + + lemma `ptws_uniform_cvg` + + lemma `cvg_restrict_dep` + + lemma `eq_in_close` + + lemma `hausdorrf_close_eq_in` + + lemma `uniform_subset_nbhs` + + lemma `uniform_subset_cvg` + + lemma `uniform_restrict_cvg` + + lemma `cvg_uniformU` + + lemma `cvg_uniform_set0` + + notation `{family fam, U -> V}` and its canonical structure of + topological type + + notation `{family fam, F --> f}` + + lemma `fam_cvgP` + + lemma `fam_cvgE` + + definition `compactly_in` + + lemma `family_cvg_subset` + + lemma `family_cvg_finite_covers` + + lemma `compact_cvg_within_compact` + + lemma `le_bigmax` + + definition `monotonous` + + lemma `and_prop_in` + + lemmas `mem_inc_segment`, `mem_dec_segment` + + lemmas `ltr_distlC`, `ler_distlC` + + lemmas `subset_ball_prop_in_itv`, `subset_ball_prop_in_itvcc` + + lemma `dense_rat` +- in `normedtype.v`: + + lemma `is_intervalPlt` + + lemma `mule_continuous` + + lemmas `ereal_is_cvgN`, `ereal_cvgZr`, `ereal_is_cvgZr`, `ereal_cvgZl`, `ereal_is_cvgZl`, + `ereal_limZr`, `ereal_limZl`, `ereal_limN` + + lemma `bound_itvE` + + lemmas `nearN`, `near_in_itv` + + lemmas `itvxx`, `itvxxP`, `subset_itv_oo_cc` + + lemma `at_right_in_segment` + + notations ``f @`[a, b]``, ``g @`]a , b[`` + + lemmas `mono_mem_image_segment`, `mono_mem_image_itvoo`, `mono_surj_image_segment`, + `inc_segment_image`, `dec_segment_image`, `inc_surj_image_segment`, `dec_surj_image_segment`, + `inc_surj_image_segmentP`, `dec_surj_image_segmentP`, ``mono_surj_image_segmentP`` +- in `reals.v`: + + lemmas `floor1`, `floor_neq0` + + lemma `int_lbound_has_minimum` + + lemma `rat_in_itvoo` +- in `ereal.v`: + + notation `x +? y` for `adde_def x y` + + lemmas `ge0_adde_def`, `onee_neq0`, `mule0`, `mul0e` + + lemmas `mulrEDr`, `mulrEDl`, `ge0_muleDr`, `ge0_muleDl` + + lemmas `ge0_sume_distrl`, `ge0_sume_distrr` + + lemmas `mulEFin`, `mule_neq0`, `mule_ge0`, `muleA` + + lemma `muleE` + + lemmas `muleN`, `mulNe`, `muleNN`, `gee_pmull`, `lee_mul01Pr` + + lemmas `lte_pdivr_mull`, `lte_pdivr_mulr`, `lte_pdivl_mull`, `lte_pdivl_mulr`, + `lte_ndivl_mulr`, `lte_ndivl_mull`, `lte_ndivr_mull`, `lte_ndivr_mulr` + + lemmas `lee_pdivr_mull`, `lee_pdivr_mulr`, `lee_pdivl_mull`, `lee_pdivl_mulr`, + `lee_ndivl_mulr`, `lee_ndivl_mull`, `lee_ndivr_mull`, `lee_ndivr_mulr` + + lemmas `mulrpinfty`, `mulrninfty`, `mulpinftyr`, `mulninftyr`, `mule_gt0` + + definition `mulrinfty` + + lemmas `mulN1e`, `muleN1` + + lemmas `mule_ninfty_pinfty`, `mule_pinfty_ninfty`, `mule_pinfty_pinfty` + + lemmas `mule_le0_ge0`, `mule_ge0_le0`, `pmule_rle0`, `pmule_lle0`, + `nmule_lle0`, `nmule_rle0` + + lemma `sube0` + + lemmas `adde_le0`, `sume_le0`, `oppe_ge0`, `oppe_le0`, + `lte_opp`, `gee_addl`, `gee_addr`, `lte_addr`, + `gte_subl`, `gte_subr`, `lte_le_sub`, `lee_sum_npos_subset`, + `lee_sum_npos`, `lee_sum_npos_ord`, `lee_sum_npos_natr`, + `lee_sum_npos_natl`, `lee_sum_npos_subfset`, `lee_opp`, + `le0_muleDl`, `le0_muleDr`, `le0_sume_distrl`, `le0_sume_distrr`, + `adde_defNN`, `minEFin`, `mine_ninftyl`, `mine_ninftyr`, `mine_pinftyl`, + `mine_pinftyr`, `oppe_max`, `oppe_min`, `mineMr`, `mineMl` + + definitions `dual_adde` + + notations for the above in scope `ereal_dual_scope` delimited by `dE` + + lemmas `dual_addeE`, `dual_sumeE`, `dual_addeE_def`, `daddEFin`, + `dsumEFin`, `dsubEFin`, `dadde0`, `dadd0e`, `daddeC`, `daddeA`, + `daddeAC`, `daddeCA`, `daddeACA`, `doppeD`, `dsube0`, `dsub0e`, `daddeK`, + `dfin_numD`, `dfineD`, `dsubeK`, `dsube_eq`, + `dsubee`, `dadde_eq_pinfty`, `daddooe`, `dadde_Neq_pinfty`, + `dadde_Neq_ninfty`, `desum_fset_pinfty`, `desum_pinfty`, + `desum_fset_ninfty`, `desum_ninfty`, `dadde_ge0`, `dadde_le0`, + `dsume_ge0`, `dsume_le0`, `dsube_lt0`, `dsubre_le0`, + `dsuber_le0`, `dsube_ge0`, `lte_dadd`, `lee_daddl`, `lee_daddr`, + `gee_daddl`, `gee_daddr`, `lte_daddl`, `lte_daddr`, `gte_dsubl`, + `gte_dsubr`, `lte_dadd2lE`, `lee_dadd2l`, `lee_dadd2lE`, + `lee_dadd2r`, `lee_dadd`, `lte_le_dadd`, `lee_dsub`, + `lte_le_dsub`, `lee_dsum`, `lee_dsum_nneg_subset`, + `lee_dsum_npos_subset`, `lee_dsum_nneg`, `lee_dsum_npos`, + `lee_dsum_nneg_ord`, `lee_dsum_npos_ord`, `lee_dsum_nneg_natr`, + `lee_dsum_npos_natr`, `lee_dsum_nneg_natl`, `lee_dsum_npos_natl`, + `lee_dsum_nneg_subfset`, `lee_dsum_npos_subfset`, + `lte_dsubl_addr`, `lte_dsubl_addl`, `lte_dsubr_addr`, + `lee_dsubr_addr`, `lee_dsubl_addr`, `ge0_dsume_distrl`, `dmulrEDr`, + `dmulrEDl`, `dge0_mulreDr`, `dge0_mulreDl`, `dle0_mulreDr`, `dle0_mulreDl`, + `ge0_dsume_distrr`, `le0_dsume_distrl`, `le0_dsume_distrr`, + `lee_abs_dadd`, `lee_abs_dsum`, `lee_abs_dsub`, `dadde_minl`, `dadde_minr`, + `lee_dadde`, `lte_spdaddr` + + lemmas `abse0`, `abse_ge0`, `lee_abs`, `abse_id`, `lee_abs_add`, `lee_abs_sum`, + `lee_abs_sub`, `gee0_abs`, `gte0_abs`, `lee_abs`, `lte0_abs`, `abseM`, `lte_absl`, + `eqe_absl` + + notations `maxe`, `mine` + + lemmas `maxEFin`, `adde_maxl`, `adde_maxr`, + `maxe_pinftyl`, `maxe_pinftyr`, `maxe_ninftyl`, `maxe_ninftyr` + + lemmas `sub0e`, `lee_wpmul2r`, `mule_ninfty_ninfty` + + lemmas `sube_eq` `lte_pmul2r`, `lte_pmul2l`, `lte_nmul2l`, `lte_nmul2r`, `mule_le0`, + `pmule_llt0`, `pmule_rlt0`, `nmule_llt0`, `nmule_rlt0`, `mule_lt0` + + lemmas `maxeMl`, `maxeMr` + + lemmas `lte_0_pinfty`, `lte_ninfty_0`, `lee_0_pinfty`, `lee_ninfty_0`, + `oppe_gt0`, `oppe_lt0` + + lemma `telescope_sume` + + lemmas `lte_add_pinfty`, `lte_sum_pinfty` +- in `cardinality.v`: + + definition `nat_of_pair`, lemma `nat_of_pair_inj` + + lemmas `surjectiveE`, `surj_image_eq`, `can_surjective` +- in `sequences.v`: + + lemmas `lt_lim`, `nondecreasing_dvg_lt`, `ereal_lim_sum` + + lemmas `ereal_nondecreasing_opp`, `ereal_nondecreasing_is_cvg`, `ereal_nonincreasing_cvg`, + `ereal_nonincreasing_is_cvg` +- file `realfun.v`: + + lemmas `itv_continuous_inj_le`, `itv_continuous_inj_ge`, `itv_continuous_inj_mono` + + lemmas `segment_continuous_inj_le`, `segment_continuous_inj_ge`, + `segment_can_le`, `segment_can_ge`, `segment_can_mono` + + lemmas `segment_continuous_surjective`, `segment_continuous_le_surjective`, + `segment_continuous_ge_surjective` + + lemmas `continuous_inj_image_segment`, `continuous_inj_image_segmentP`, + `segment_continuous_can_sym`, `segment_continuous_le_can_sym`, `segment_continuous_ge_can_sym`, + `segment_inc_surj_continuous`, `segment_dec_surj_continuous`, `segment_mono_surj_continuous` + + lemmas `segment_can_le_continuous`, `segment_can_ge_continuous`, `segment_can_continuous` + + lemmas `near_can_continuousAcan_sym`, `near_can_continuous`, `near_continuous_can_sym` + + lemmas `exp_continuous`, `sqr_continuous`, `sqrt_continuous`. +- in `measure.v`: + + definition `seqDU` + + lemmas `trivIset_seqDU`, `bigsetU_seqDU`, `seqDU_bigcup_eq`, `seqDUE` + + lemmas `bigcup_measurable`, `bigcap_measurable`, `bigsetI_measurable` + +### Changed + +- in `classical_sets.v` + + `setU_bigcup` -> `bigcupUl` and reversed + + `setI_bigcap` -> `bigcapIl` and reversed + + removed spurious disjunction in `bigcup0P` + + `bigcup_ord` -> `bigcup_mkord` and reversed + + `bigcup_of_set1` -> `bigcup_imset1` + + `bigcupD1` -> `bigcup_setD1` and `bigcapD1` -> `bigcap_setD1` and + rephrased using ``P `\ x`` instead of ``P `&` ~` [set x]`` + + order of arguments for `setIS`, `setSI`, `setUS`, `setSU`, `setSD`, `setDS` + + generalize lemma `perm_eq_trivIset` +- in `topology.v`: + + replace `closed_cvg_loc` and `closed_cvg` by a more general lemma `closed_cvg` +- in `normedtype.v`: + + remove useless parameter from lemma `near_infty_natSinv_lt` + + definition `is_interval` + + the following lemmas have been generalized to `orderType`, + renamed as follows, moved out of the module `BigmaxBigminr` + to `topology.v`: + * `bigmaxr_mkcond` -> `bigmax_mkcond` + * `bigmaxr_split` -> `bigmax_split` + * `bigmaxr_idl` -> `bigmax_idl` + * `bigmaxrID` -> `bigmaxID` + * `bigmaxr_seq1` -> `bigmax_seq1` + * `bigmaxr_pred1_eq` -> `bigmax_pred1_eq` + * `bigmaxr_pred1` -> `bigmax_pred1` + * `bigmaxrD1` -> `bigmaxD1` + * `ler_bigmaxr_cond` -> `ler_bigmax_cond ` + * `ler_bigmaxr` -> `ler_bigmax` + * `bigmaxr_lerP` -> `bigmax_lerP` + * `bigmaxr_sup` -> `bigmax_sup` + * `bigmaxr_ltrP` -> `bigmax_ltrP` + * `bigmaxr_gerP` -> `bigmax_gerP` + * `bigmaxr_eq_arg` -> `bigmax_eq_arg` + * `bigmaxr_gtrP` -> `bigmax_gtrP` + * `eq_bigmaxr` -> `eq_bigmax` + * module `BigmaxBigminr` -> `Bigminr` +- in `ereal.v`: + + change definition `mule` such that 0 x oo = 0 + + `adde` now defined using `nosimpl` and `adde_subdef` + + `mule` now defined using `nosimpl` and `mule_subdef` + + lemmas `lte_addl`, `lte_subl_addr`, `lte_subl_addl`, `lte_subr_addr`, + `lte_subr_addr`, `lte_subr_addr`, `lb_ereal_inf_adherent` + + `oppeD` to use `fin_num` + + weaken `realDomainType` to `numDomainType` in `mule_ninfty_pinfty`, + `mule_pinfty_ninfty`, `mule_pinfty_pinfty`, `mule_ninfty_ninfty`, + `mule_neq0`, `mule_ge0`, `mule_le0`, `mule_gt0`, `mule_le0_ge0`, + `mule_ge0_le0` +- in `reals.v`: + + generalize from `realType` to `realDomainType` lemmas + `has_ub_image_norm`, `has_inf_supN` +- in `sequences.v`: + + generalize from `realType` to `realFieldType` lemmas + `cvg_has_ub`, `cvg_has_sup`, `cvg_has_inf` + + change the statements of `cvgPpinfty`, `cvgPminfty`, + `cvgPpinfty_lt` + + generalize `nondecreasing_seqP`, `nonincreasing_seqP`, `increasing_seqP`, + `decreasing_seqP` to equivalences + + generalize `lee_lim`, `ereal_cvgD_pinfty_fin`, `ereal_cvgD_ninfty_fin`, + `ereal_cvgD`, `ereal_limD`, `ereal_pseries0`, `eq_ereal_pseries` from `realType` to `realFieldType` + + lemma `ereal_pseries_pred0` moved from `csum.v`, minor generalization +- in `landau.v`: + + lemma `cvg_shift` renamed to `cvg_comp_shift` and moved to `normedtype.v` +- in `measure.v`: + + lemmas `measureDI`, `measureD`, `sigma_finiteP` +- `exist_congr` -> `eq_exist` and moved from `classsical_sets.v` to + `boolp.v` +- `predeqP` moved from `classsical_sets.v` to `boolp.v` +- moved from `landau.v` to `normedtype.v`: + + lemmas `comp_shiftK`, `comp_centerK`, `shift0`, `center0`, `near_shift`, + `cvg_shift` +- lemma `exists2P` moved from `topology.v` to `boolp.v` +- move from `sequences.v` to `normedtype.v` and generalize from `nat` to `T : topologicalType` + + lemmas `ereal_cvgN` + +### Renamed + +- in `classical_sets.v` + + `eqbigcup_r` -> `eq_bigcupr` + + `eqbigcap_r` -> `eq_bigcapr` + + `bigcup_distrr` -> `setI_bigcupr` + + `bigcup_distrl` -> `setI_bigcupl` + + `bigcup_refl` -> `bigcup_splitn` + + `setMT` -> `setMTT` +- in `ereal.v`: + + `adde` -> `adde_subdef` + + `mule` -> `mule_subdef` + + `real_of_extended` -> `fine` + + `real_of_extendedN` -> `fineN` + + `real_of_extendedD` -> `fineD` + + `EFin_real_of_extended` -> `fineK` + + `real_of_extended_expand` -> `fine_expand` +- in `sequences.v`: + + `nondecreasing_seq_ereal_cvg` -> `nondecreasing_ereal_cvg` +- in `topology.v`: + + `nbhs'` -> `dnbhs` + + `nbhsE'` -> `dnbhs` + + `nbhs'_filter` -> `dnbhs_filter` + + `nbhs'_filter_on` -> `dnbhs_filter_on` + + `nbhs_nbhs'` -> `nbhs_dnbhs` + + `Proper_nbhs'_regular_numFieldType` -> `Proper_dnbhs_regular_numFieldType` + + `Proper_nbhs'_numFieldType` -> `Proper_dnbhs_numFieldType` + + `ereal_nbhs'` -> `ereal_dnbhs` + + `ereal_nbhs'_filter` -> `ereal_dnbhs_filter` + + `ereal_nbhs'_le` -> `ereal_dnbhs_le` + + `ereal_nbhs'_le_finite` -> `ereal_dnbhs_le_finite` + + `Proper_nbhs'_numFieldType` -> `Proper_dnbhs_numFieldType` + + `Proper_nbhs'_realType` -> `Proper_dnbhs_realType` + + `nbhs'0_lt` -> `dnbhs0_lt` + + `nbhs'0_le` -> `dnbhs0_le` + + `continuity_pt_nbhs'` -> `continuity_pt_dnbhs` +- in `measure.v`: + + `measure_additive2` -> `measureU` + + `measure_additive` -> `measure_bigcup` + +### Removed + +- in `boolp.v`: + + definition `PredType` + + local notation `predOfType` +- in `nngnum.v`: + + module `BigmaxrNonneg` containing the following lemmas: + * `bigmaxr_mkcond`, `bigmaxr_split`, `bigmaxr_idl`, `bigmaxrID`, + `bigmaxr_seq1`, `bigmaxr_pred1_eq`, `bigmaxr_pred1`, `bigmaxrD1`, + `ler_bigmaxr_cond`, `ler_bigmaxr`, `bigmaxr_lerP`, `bigmaxr_sup`, + `bigmaxr_ltrP`, `bigmaxr_gerP`, `bigmaxr_gtrP` +- in `sequences.v`: + + lemma `closed_seq` +- in `normedtype.v`: + + lemma `is_intervalPle` +- in `topology.v`: + + lemma `continuous_cst` + + definition `cvg_to_locally` +- in `csum.v`: + + lemma `ub_ereal_sup_adherent_img` ## [0.3.10] - 2021-08-11 diff --git a/CHANGELOG_UNRELEASED.md b/CHANGELOG_UNRELEASED.md index 51704b692..c1ee5bdc8 100644 --- a/CHANGELOG_UNRELEASED.md +++ b/CHANGELOG_UNRELEASED.md @@ -4,361 +4,12 @@ ### Added -- in `classical_sets.v` - + lemma `setC_inj`, - + lemma `setD1K`, - + lemma `subTset`, - + lemma `setUidPr`, `setUidl` and `setUidr`, - + lemma `setIidPr`, `setIidl` and `setIidr`, - + lemma `set_fset0`, `set_fset1`, `set_fsetI`, `set_fsetU`, - + lemma `bigcap_inf`, `subset_bigcup_r`, `subset_bigcap_r`, - `eq_bigcupl`, `eq_bigcapl`, `eq_bigcup`, `eq_bigcap`, `bigcupU`, - `bigcapI`, `bigcup_const`, `bigcap_const`, `bigcapIr`, `bigcupUr`, - `bigcap_set0`, `bigcap_set1`, `bigcap0`, `bigcapT`, `bigcupT`, - `bigcapTP`, `setI_bigcupl`, `setU_bigcapl`, `bigcup_mkcond`, - `bigcap_mkcond`, `setC_bigsetU`, `setC_bigsetI`, - `bigcap_set_cond`, `bigcap_set`, `bigcap_split`, `bigcap_mkord`, - `subset_bigsetI`, `subset_bigsetI_cond`, `bigcap_image` - + lemmas `bigcup_setU1`, `bigcap_setU1`, `bigcup_setU`, - `bigcap_setU`, `bigcup_fset`, `bigcap_fset`, `bigcup_fsetU1`, - `bigcap_fsetU1`, `bigcup_fsetD1`, `bigcap_fsetD1`, - + definition `mem_set : A u -> u \in A` - + lemmas `in_setP` and `in_set2P` - + lemma `forall_sig` - - + definition `patch`, notation `restrict` and `f \_ D`, definitions - `restrict_dep` and `extend_dep`, with lemmas `restrict_depE`, - `fun_eq_inP`, `extend_restrict_dep`, `extend_depK`, - `restrict_extend_dep`, `restrict_dep_restrict`, - `restrict_dep_setT` - - + lemmas `setUS`, `setSU`, `setUSS`, `setUCA`, `setUAC`, `setUACA`, - `setUUl`, `setUUr` - -- in `topology.v`: - + lemma `fmap_comp` - + definition `finSubCover` - + notations ``{uniform` A -> V }`` and `{uniform U -> V}` and their - canonical structures of uniform type. - + definition `uniform_fun` to cast into - + notations `{uniform A, F --> f }` and `{uniform, F --> f}` - + lemma `uniform_cvgE` - + lemma `uniform_nbhs` - + notation `{ptws U -> V}` and its canonical structure of - topological type, - + definition `ptws_fun` - + notation `{ptws F --> f }` - + lemma `ptws_cvgE` - + lemma `ptws_uniform_cvg` - + lemma `cvg_restrict_dep` - + lemma `eq_in_close` - + lemma `hausdorrf_close_eq_in` - + lemma `uniform_subset_nbhs` - + lemma `uniform_subset_cvg` - + lemma `uniform_restrict_cvg` - + lemma `cvg_uniformU` - + lemma `cvg_uniform_set0` - + notation `{family fam, U -> V}` and its canonical structure of - topological type - + notation `{family fam, F --> f}` - + lemma `fam_cvgP` - + lemma `fam_cvgE` - + definition `compactly_in` - + lemma `family_cvg_subset` - + lemma `family_cvg_finite_covers` - + lemma `compact_cvg_within_compact` - -- in `classical_sets.v`: - + lemmas `bigcup_image`, `bigcup_of_set1`, `set_fset0`, `set_fset1`, `set_fsetI`, - `set_fsetU`, `set_fsetU1`, `set_fsetD`, `set_fsetD1`, -- in `boolp.v`: - + lemmas `orA`, `andA` -- in `measure.v`: - + definition `seqDU` - + lemmas `trivIset_seqDU`, `bigsetU_seqDU`, `seqDU_bigcup_eq`, `seqDUE` -- in `ereal.v`: - + notation `x +? y` for `adde_def x y` -- in `normedtypes.v`: - + lemma `is_intervalPlt` -- in `sequences.v`: - + lemmas `lt_lim`, `nondecreasing_dvg_lt`, `ereal_lim_sum` -- in `ereal.v`: - + lemmas `ge0_adde_def`, `onee_neq0`, `mule0`, `mul0e` - + lemmas `mulrEDr`, `mulrEDl`, `ge0_muleDr`, `ge0_muleDl` - + lemmas `ge0_sume_distrl`, `ge0_sume_distrr` - + lemmas `mulEFin`, `mule_neq0`, `mule_ge0`, `muleA` - + lemma `muleE` - + lemmas `muleN`, `mulNe`, `muleNN`, `gee_pmull`, `lee_mul01Pr` - + lemmas `lte_pdivr_mull`, `lte_pdivr_mulr`, `lte_pdivl_mull`, `lte_pdivl_mulr`, - `lte_ndivl_mulr`, `lte_ndivl_mull`, `lte_ndivr_mull`, `lte_ndivr_mulr` - + lemmas `lee_pdivr_mull`, `lee_pdivr_mulr`, `lee_pdivl_mull`, `lee_pdivl_mulr`, - `lee_ndivl_mulr`, `lee_ndivl_mull`, `lee_ndivr_mull`, `lee_ndivr_mulr` - + lemmas `mulrpinfty`, `mulrninfty`, `mulpinftyr`, `mulninftyr`, `mule_gt0` - + definition `mulrinfty` - + lemmas `mulN1e`, `muleN1` - + lemmas `mule_ninfty_pinfty`, `mule_pinfty_ninfty`, `mule_pinfty_pinfty` - + lemmas `mule_le0_ge0`, `mule_ge0_le0`, `pmule_rle0`, `pmule_lle0`, - `nmule_lle0`, `nmule_rle0` - + lemma `sube0` - + lemmas `adde_le0`, `sume_le0`, `oppe_ge0`, `oppe_le0`, - `lte_opp`, `gee_addl`, `gee_addr`, `lte_addr`, - `gte_subl`, `gte_subr`, `lte_le_sub`, `lee_sum_npos_subset`, - `lee_sum_npos`, `lee_sum_npos_ord`, `lee_sum_npos_natr`, - `lee_sum_npos_natl`, `lee_sum_npos_subfset`, `lee_opp`, - `le0_muleDl`, `le0_muleDr`, `le0_sume_distrl`, `le0_sume_distrr`, - `adde_defNN`, `minEFin`, `mine_ninftyl`, `mine_ninftyr`, `mine_pinftyl`, - `mine_pinftyr`, `oppe_max`, `oppe_min`, `mineMr`, `mineMl` - + definitions `dual_adde` - + notations for the above in scope `ereal_dual_scope` delimited by `dE` - + lemmas `dual_addeE`, `dual_sumeE`, `dual_addeE_def`, `daddEFin`, - `dsumEFin`, `dsubEFin`, `dadde0`, `dadd0e`, `daddeC`, `daddeA`, - `daddeAC`, `daddeCA`, `daddeACA`, `doppeD`, `dsube0`, `dsub0e`, `daddeK`, - `dfin_numD`, `dfineD`, `dsubeK`, `dsube_eq`, - `dsubee`, `dadde_eq_pinfty`, `daddooe`, `dadde_Neq_pinfty`, - `dadde_Neq_ninfty`, `desum_fset_pinfty`, `desum_pinfty`, - `desum_fset_ninfty`, `desum_ninfty`, `dadde_ge0`, `dadde_le0`, - `dsume_ge0`, `dsume_le0`, `dsube_lt0`, `dsubre_le0`, - `dsuber_le0`, `dsube_ge0`, `lte_dadd`, `lee_daddl`, `lee_daddr`, - `gee_daddl`, `gee_daddr`, `lte_daddl`, `lte_daddr`, `gte_dsubl`, - `gte_dsubr`, `lte_dadd2lE`, `lee_dadd2l`, `lee_dadd2lE`, - `lee_dadd2r`, `lee_dadd`, `lte_le_dadd`, `lee_dsub`, - `lte_le_dsub`, `lee_dsum`, `lee_dsum_nneg_subset`, - `lee_dsum_npos_subset`, `lee_dsum_nneg`, `lee_dsum_npos`, - `lee_dsum_nneg_ord`, `lee_dsum_npos_ord`, `lee_dsum_nneg_natr`, - `lee_dsum_npos_natr`, `lee_dsum_nneg_natl`, `lee_dsum_npos_natl`, - `lee_dsum_nneg_subfset`, `lee_dsum_npos_subfset`, - `lte_dsubl_addr`, `lte_dsubl_addl`, `lte_dsubr_addr`, - `lee_dsubr_addr`, `lee_dsubl_addr`, `ge0_dsume_distrl`, `dmulrEDr`, - `dmulrEDl`, `dge0_mulreDr`, `dge0_mulreDl`, `dle0_mulreDr`, `dle0_mulreDl`, - `ge0_dsume_distrr`, `le0_dsume_distrl`, `le0_dsume_distrr`, - `lee_abs_dadd`, `lee_abs_dsum`, `lee_abs_dsub`, `dadde_minl`, `dadde_minr`, - `lee_dadde`, `lte_spdaddr` -- in `normedtype.v`: - + lemma `mule_continuous` -- in `cardinality.v`: - + definition `nat_of_pair`, lemma `nat_of_pair_inj` -- in `topology.v` - + lemma `le_bigmax` -- in `real.v`: - + lemmas `floor1`, `floor_neq0` -- in `sequences.v`: - + lemmas `ereal_nondecreasing_opp`, `ereal_nondecreasing_is_cvg`, `ereal_nonincreasing_cvg`, - `ereal_nonincreasing_is_cvg` -- in `normedtype.v`: - + lemmas `ereal_is_cvgN`, `ereal_cvgZr`, `ereal_is_cvgZr`, `ereal_cvgZl`, `ereal_is_cvgZl`, - `ereal_limZr`, `ereal_limZl`, `ereal_limN` -- in `topology.v`: - + definition `monotonous` - + lemma `and_prop_in` - + lemmas `mem_inc_segment`, `mem_dec_segment` - + lemmas `ltr_distlC`, `ler_distlC` - + lemmas `subset_ball_prop_in_itv`, `subset_ball_prop_in_itvcc` -- in `normedtype.v`: - + lemma `bound_itvE` - + lemmas `nearN`, `near_in_itv` - + lemmas `itvxx`, `itvxxP`, `subset_itv_oo_cc` - + lemma `at_right_in_segment` - + notations ``f @`[a, b]``, ``g @`]a , b[`` - + lemmas `mono_mem_image_segment`, `mono_mem_image_itvoo`, `mono_surj_image_segment`, - `inc_segment_image`, `dec_segment_image`, `inc_surj_image_segment`, `dec_surj_image_segment`, - `inc_surj_image_segmentP`, `dec_surj_image_segmentP`, ``mono_surj_image_segmentP`` -- in `cardinality.v`: - + lemmas `surjectiveE`, `surj_image_eq`, `can_surjective` -- file `realfun.v`: - + lemmas `itv_continuous_inj_le`, `itv_continuous_inj_ge`, `itv_continuous_inj_mono` - + lemmas `segment_continuous_inj_le`, `segment_continuous_inj_ge`, - `segment_can_le`, `segment_can_ge`, `segment_can_mono` - + lemmas `segment_continuous_surjective`, `segment_continuous_le_surjective`, - `segment_continuous_ge_surjective` - + lemmas `continuous_inj_image_segment`, `continuous_inj_image_segmentP`, - `segment_continuous_can_sym`, `segment_continuous_le_can_sym`, `segment_continuous_ge_can_sym`, - `segment_inc_surj_continuous`, `segment_dec_surj_continuous`, `segment_mono_surj_continuous` - + lemmas `segment_can_le_continuous`, `segment_can_ge_continuous`, `segment_can_continuous` - + lemmas `near_can_continuousAcan_sym`, `near_can_continuous`, `near_continuous_can_sym` - + lemmas `exp_continuous`, `sqr_continuous`, `sqrt_continuous`. -- in `reals.v`: - + lemma `int_lbound_has_minimum` - + lemma `rat_in_itvoo` -- in `topology.v`: - + lemma `dense_rat` -- in `ereal.v`: - + lemmas `abse0`, `abse_ge0`, `lee_abs`, `abse_id`, `lee_abs_add`, `lee_abs_sum`, - `lee_abs_sub`, `gee0_abs`, `gte0_abs`, `lee_abs`, `lte0_abs`, `abseM`, `lte_absl`, - `eqe_absl` - + notations `maxe`, `mine` - + lemmas `maxEFin`, `adde_maxl`, `adde_maxr`, - `maxe_pinftyl`, `maxe_pinftyr`, `maxe_ninftyl`, `maxe_ninftyr` - + lemmas `sub0e`, `lee_wpmul2r`, `mule_ninfty_ninfty` - + lemmas `sube_eq` `lte_pmul2r`, `lte_pmul2l`, `lte_nmul2l`, `lte_nmul2r`, `mule_le0`, - `pmule_llt0`, `pmule_rlt0`, `nmule_llt0`, `nmule_rlt0`, `mule_lt0` - + lemmas `maxeMl`, `maxeMr` - + lemmas `lte_0_pinfty`, `lte_ninfty_0`, `lee_0_pinfty`, `lee_ninfty_0`, - `oppe_gt0`, `oppe_lt0` -- in `classical_sets.v`: - + notation `` [set` i] `` - + notations `set_itv`, `` `[a, b] ``, `` `]a, b] ``, `` `[a, b[ ``, - `` `]a, b[ ``, `` `]-oo, b] ``, `` `]-oo, b[ ``, `` `[a, +oo] ``, - `` `]a, +oo] ``, `` `]-oo, +oo[ `` -- in `ereal.v`: - + lemma `telescope_sume` - + lemmas `lte_add_pinfty`, `lte_sum_pinfty` -- in `measure.v`: - + lemmas `bigcup_measurable`, `bigcap_measurable`, `bigsetI_measurable` -- in `classical_sets.v`: - + lemmas `setDDl`, `setDDr` - ### Changed -- in `classical_sets.v` - + `setU_bigcup` -> `bigcupUl` and reversed - + `setI_bigcap` -> `bigcapIl` and reversed - + removed spurious disjunction in `bigcup0P` - + `bigcup_ord` -> `bigcup_mkord` and reversed - + `bigcup_of_set1` -> `bigcup_imset1` - + `bigcupD1` -> `bigcup_setD1` and `bigcapD1` -> `bigcap_setD1` and - rephrased using ``P `\ x`` instead of ``P `&` ~` [set x]`` - + order of arguments for `setIS`, `setSI`, `setUS`, `setSU`, `setSD`, `setDS` - -- `exist_congr` -> `eq_exist` and moved from `classsical_sets.v` to - `boolp.v` - -- `predeqP` moved from `classsical_sets.v` to `boolp.v` - -- in `normedtype.v`: - + remove useless parameter from lemma `near_infty_natSinv_lt` -- in `ereal.v`: - + change definition `mule` such that 0 x oo = 0 - + `adde` now defined using `nosimpl` and `adde_subdef` - + `mule` now defined using `nosimpl` and `mule_subdef` -- in `real.v`: - + generalize from `realType` to `realDomainType` lemmas - `has_ub_image_norm`, `has_inf_supN` -- in `sequences.v`: - + generalize from `realType` to `realFieldType` lemmas - `cvg_has_ub`, `cvg_has_sup`, `cvg_has_inf` -- in `sequences.v`: - + change the statements of `cvgPpinfty`, `cvgPminfty`, - `cvgPpinfty_lt` -- in `sequences.v`: - + generalize `nondecreasing_seqP`, `nonincreasing_seqP`, `increasing_seqP`, - `decreasing_seqP` to equivalences - + generalize `lee_lim`, `ereal_cvgD_pinfty_fin`, `ereal_cvgD_ninfty_fin`, - `ereal_cvgD`, `ereal_limD`, `ereal_pseries0`, `eq_ereal_pseries` from `realType` to `realFieldType` -- in `topology.v`: - + replace `closed_cvg_loc` and `closed_cvg` by a more general lemma `closed_cvg` -- move from `sequences.v` to `normedtype.v` and generalize from `nat` to `T : topologicalType` - + lemmas `ereal_cvgN` -- in `normedtype.v`: - + definition `is_interval` -- in `ereal.v`: - + lemmas `lte_addl`, `lte_subl_addr`, `lte_subl_addl`, `lte_subr_addr`, - `lte_subr_addr`, `lte_subr_addr`, `lb_ereal_inf_adherent` -- in `sequences.v`: - + lemma `ereal_pseries_pred0` moved from `csum.v`, minor generalization -- in `landau.v`: - + lemma `cvg_shift` renamed to `cvg_comp_shift` and moved to `normedtype.v` -- moved from `landau.v` to `normedtype.v`: - + lemmas `comp_shiftK`, `comp_centerK`, `shift0`, `center0`, `near_shift`, - `cvg_shift` -- lemma `exists2P` moved from `topology.v` to `boolp.v` -- in `ereal.v`: - + `oppeD` to use `fin_num` - + weaken `realDomainType` to `numDomainType` in `mule_ninfty_pinfty`, - `mule_pinfty_ninfty`, `mule_pinfty_pinfty`, `mule_ninfty_ninfty`, - `mule_neq0`, `mule_ge0`, `mule_le0`, `mule_gt0`, `mule_le0_ge0`, - `mule_ge0_le0` -- in `measure.v`: - + lemmas `measureDI`, `measureD`, `sigma_finiteP` - ### Renamed -- in `classical_sets.v` - + `eqbigcup_r` -> `eq_bigcupr` - + `eqbigcap_r` -> `eq_bigcapr` - + `bigcup_distrr` -> `setI_bigcupr` - + `bigcup_distrl` -> `setI_bigcupl` - + `bigcup_refl` -> `bigcup_splitn` - + `setMT` -> `setMTT` - -- in `classical_sets.v`: - + generalize lemma `perm_eq_trivIset` -- in `ereal.v`: - + `adde` -> `adde_subdef` - + `mule` -> `mule_subdef` -- in `normedtype.v`: - the following lemmas have been generalized to `orderType`, - renamed as follows, moved out of the module `BigmaxBigminr` - to `topology.v`: - + `bigmaxr_mkcond` -> `bigmax_mkcond` - + `bigmaxr_split` -> `bigmax_split` - + `bigmaxr_idl` -> `bigmax_idl` - + `bigmaxrID` -> `bigmaxID` - + `bigmaxr_seq1` -> `bigmax_seq1` - + `bigmaxr_pred1_eq` -> `bigmax_pred1_eq` - + `bigmaxr_pred1` -> `bigmax_pred1` - + `bigmaxrD1` -> `bigmaxD1` - + `ler_bigmaxr_cond` -> `ler_bigmax_cond ` - + `ler_bigmaxr` -> `ler_bigmax` - + `bigmaxr_lerP` -> `bigmax_lerP` - + `bigmaxr_sup` -> `bigmax_sup` - + `bigmaxr_ltrP` -> `bigmax_ltrP` - + `bigmaxr_gerP` -> `bigmax_gerP` - + `bigmaxr_eq_arg` -> `bigmax_eq_arg` - + `bigmaxr_gtrP` -> `bigmax_gtrP` - + `eq_bigmaxr` -> `eq_bigmax` -- in `normedtype.v`: - * module `BigmaxBigminr` -> `Bigminr` -- in `sequences.v`: - + `nondecreasing_seq_ereal_cvg` -> `nondecreasing_ereal_cvg` -- in `topology.v`: - + `nbhs'` -> `dnbhs` - + `nbhsE'` -> `dnbhs` - + `nbhs'_filter` -> `dnbhs_filter` - + `nbhs'_filter_on` -> `dnbhs_filter_on` - + `nbhs_nbhs'` -> `nbhs_dnbhs` - + `Proper_nbhs'_regular_numFieldType` -> `Proper_dnbhs_regular_numFieldType` - + `Proper_nbhs'_numFieldType` -> `Proper_dnbhs_numFieldType` - + `ereal_nbhs'` -> `ereal_dnbhs` - + `ereal_nbhs'_filter` -> `ereal_dnbhs_filter` - + `ereal_nbhs'_le` -> `ereal_dnbhs_le` - + `ereal_nbhs'_le_finite` -> `ereal_dnbhs_le_finite` - + `Proper_nbhs'_numFieldType` -> `Proper_dnbhs_numFieldType` - + `Proper_nbhs'_realType` -> `Proper_dnbhs_realType` - + `nbhs'0_lt` -> `dnbhs0_lt` - + `nbhs'0_le` -> `dnbhs0_le` - + `continuity_pt_nbhs'` -> `continuity_pt_dnbhs` -- in `ereal.v`: - + `real_of_extended` -> `fine` - + `real_of_extendedN` -> `fineN` - + `real_of_extendedD` -> `fineD` - + `EFin_real_of_extended` -> `fineK` - + `real_of_extended_expand` -> `fine_expand` -- in `measure.v`: - + `measure_additive2` -> `measureU` - + `measure_additive` -> `measure_bigcup` - ### Removed -- in `boolp.v`: - + definition `PredType` - + local notation `predOfType` -- in `nngnum.v`: - + module `BigmaxrNonneg` containing the following lemmas: - * `bigmaxr_mkcond`, `bigmaxr_split`, `bigmaxr_idl`, `bigmaxrID`, - `bigmaxr_seq1`, `bigmaxr_pred1_eq`, `bigmaxr_pred1`, `bigmaxrD1`, - `ler_bigmaxr_cond`, `ler_bigmaxr`, `bigmaxr_lerP`, `bigmaxr_sup`, - `bigmaxr_ltrP`, `bigmaxr_gerP`, `bigmaxr_gtrP` -- in `sequences.v`: - + lemma `closed_seq` -- in `normedtype.v`: - + lemma `is_intervalPle` -- in `topology.v`: - + lemma `continuous_cst` -- in `csum.v`: - + lemma `ub_ereal_sup_adherent_img` -- in `topology.v`: - + definition `cvg_to_locally` - ### Infrastructure ### Misc diff --git a/INSTALL.md b/INSTALL.md index 4a33162a7..f66c54502 100644 --- a/INSTALL.md +++ b/INSTALL.md @@ -3,7 +3,7 @@ ## Requirements - [The Coq Proof Assistant version ≥ 8.11](https://coq.inria.fr) -- [Mathematical Components version = 1.12.0](https://github.com/math-comp/math-comp) +- [Mathematical Components version ≥ 1.12.0](https://github.com/math-comp/math-comp) - [Finmap library version ≥ 1.5.1](https://github.com/math-comp/finmap) - [Hierarchy builder version >= 0.10.0](https://github.com/math-comp/hierarchy-builder) @@ -47,7 +47,7 @@ $ opam install coq-mathcomp-analysis ``` To install a precise version, type, say ``` -$ opam install coq-mathcomp-analysis.0.3.8 +$ opam install coq-mathcomp-analysis.0.3.11 ``` 4. Everytime you want to work in this same context, you need to type ``` @@ -70,20 +70,20 @@ using [proof general for emacs](https://github.com/ProofGeneral/PG) ## Break-down of phase 3 of the installation procedure step by step -With the example of Coq 8.12.0 and MathComp 1.12.0. For other versions, update the +With the example of Coq 8.14.0 and MathComp 1.13.0. For other versions, update the version numbers accordingly. -1. Install Coq 8.12.0 +1. Install Coq 8.14.0 ``` -$ opam install coq.8.12.0 +$ opam install coq.8.14.0 ``` 2. Install the Mathematical Components ``` -$ opam install coq-mathcomp-ssreflect.1.12.0 -$ opam install coq-mathcomp-fingroup.1.12.0 -$ opam install coq-mathcomp-algebra.1.12.0 -$ opam install coq-mathcomp-solvable.1.12.0 -$ opam install coq-mathcomp-field.1.12.0 +$ opam install coq-mathcomp-ssreflect.1.13.0 +$ opam install coq-mathcomp-fingroup.1.13.0 +$ opam install coq-mathcomp-algebra.1.13.0 +$ opam install coq-mathcomp-solvable.1.13.0 +$ opam install coq-mathcomp-field.1.13.0 ``` 3. Install the Finite maps library ``` @@ -91,7 +91,7 @@ $ opam install coq-mathcomp-finmap.1.5.1 ``` 4. Install the Hierarchy Builder ``` -$ opam install coq-hierarchy-builder.0.10.0 +$ opam install coq-hierarchy-builder.1.2.0 ``` 5. Download and compile `coq-mathcomp-analysis` without installing ``` diff --git a/README.md b/README.md index dfcb27fc4..c0bcb1725 100644 --- a/README.md +++ b/README.md @@ -22,6 +22,7 @@ the Coq proof-assistant and using the Mathematical Components library. - Author(s): - Reynald Affeldt (initial) + - Yves Bertot - Cyril Cohen (initial) - Marie Kerjean - Assia Mahboubi (initial) @@ -40,7 +41,7 @@ the Coq proof-assistant and using the Mathematical Components library. - [MathComp solvable 1.12 or later](https://math-comp.github.io) - [MathComp field 1.12 or later](https://math-comp.github.io) - [MathComp finmap 1.5.1](https://github.com/math-comp/finmap) - - [Hierarchy Builder >= 0.10](https://github.com/math-comp/hierarchy-builder) + - [Hierarchy Builder >= 0.10.0](https://github.com/math-comp/hierarchy-builder) - Coq namespace: `mathcomp.analysis` - Related publication(s): - [Formalization Techniques for Asymptotic Reasoning in Classical Analysis](https://jfr.unibo.it/article/view/8124) doi:[10.6092/issn.1972-5787/8124](https://doi.org/10.6092/issn.1972-5787/8124) diff --git a/coq-mathcomp-analysis.opam b/coq-mathcomp-analysis.opam index eb4daf3b7..92bfe67c4 100644 --- a/coq-mathcomp-analysis.opam +++ b/coq-mathcomp-analysis.opam @@ -25,7 +25,7 @@ depends: [ "coq-mathcomp-solvable" { (>= "1.12.0" & < "1.14~") | (= "dev") } "coq-mathcomp-field" { (>= "1.12.0" & < "1.14~") | (= "dev") } "coq-mathcomp-finmap" { (>= "1.5.1" & < "1.6~") | (= "dev") } - "coq-hierarchy-builder" { >= "0.10.0" | (= "dev") } + "coq-hierarchy-builder" { (>= "0.10.0")} ] tags: [ @@ -37,6 +37,7 @@ tags: [ ] authors: [ "Reynald Affeldt" + "Yves Bertot" "Cyril Cohen" "Marie Kerjean" "Assia Mahboubi" diff --git a/meta.yml b/meta.yml index d1d62a3e0..7db2b0b2b 100644 --- a/meta.yml +++ b/meta.yml @@ -17,6 +17,8 @@ chat: authors: - name: Reynald Affeldt initial: true +- name: Yves Bertot + initial: false - name: Cyril Cohen initial: true - name: Marie Kerjean @@ -54,6 +56,14 @@ tested_coq_opam_versions: repo: 'mathcomp/mathcomp' - version: '1.12.0-coq-8.13' repo: 'mathcomp/mathcomp' +- version: '1.12.0-coq-8.14' + repo: 'mathcomp/mathcomp' +- version: '1.13.0-coq-8.12' + repo: 'mathcomp/mathcomp' +- version: '1.13.0-coq-8.13' + repo: 'mathcomp/mathcomp' +- version: '1.13.0-coq-8.14' + repo: 'mathcomp/mathcomp' - version: 'coq-8.11' repo: 'mathcomp/mathcomp-dev' - version: 'coq-8.12' @@ -96,9 +106,9 @@ dependencies: [MathComp finmap 1.5.1](https://github.com/math-comp/finmap) - opam: name: coq-hierarchy-builder - version: '{ >= "0.10.0" | (= "dev") }' + version: '{ (>= "0.10.0")}' description: |- - [Hierarchy Builder >= 0.10](https://github.com/math-comp/hierarchy-builder) + [Hierarchy Builder >= 0.10.0](https://github.com/math-comp/hierarchy-builder) namespace: mathcomp.analysis keywords: