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changelog for version 0.3.3
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# Changelog

Last releases: [[0.3.2] - 2020-08-11](#032---2020-08-11) and [[0.3.1] - 2020-06-11](#031---2020-06-11)
Last releases: [[0.3.3] - 2020-11-11](#033---2020-11-11) and [[0.3.2] - 2020-08-11](#032---2020-08-11)

## [0.3.3] - 2020-11-11

### Added

- in `boolp.v`:
+ lemma `not_andP`
+ lemma `not_exists2P`
- in `classical_sets.v`:
+ lemmas `setIIl`, `setIIr`, `setCS`, `setSD`, `setDS`, `setDSS`, `setCI`,
`setDUr`, `setDUl`, `setIDA`, `setDD`
+ definition `dep_arrow_choiceType`
+ lemma `bigcup_set0`
+ lemmas `setUK`, `setKU`, `setIK`, `setKI`, `subsetEset`, `subEset`, `complEset`, `botEset`, `topEset`, `meetEset`, `joinEset`, `subsetPset`, `properPset`
+ Canonical `porderType`, `latticeType`, `distrLatticeType`, `blatticeType`, `tblatticeType`, `bDistrLatticeType`, `tbDistrLatticeType`, `cbDistrLatticeType`, `ctbDistrLatticeType`
+ lemmas `set0M`, `setM0`, `image_set0_set0`, `subset_set1`, `preimage_set0`
+ lemmas `setICr`, `setUidPl`, `subsets_disjoint`, `disjoints_subset`, `setDidPl`,
`setIidPl`, `setIS`, `setSI`, `setISS`, `bigcup_recl`, `bigcup_distrr`,
`setMT`
+ new lemmas: `lb_set1`, `ub_lb_set1`, `ub_lb_refl`, `lb_ub_lb`
+ new definitions and lemmas: `infimums`, `infimum`, `infimums_set1`, `is_subset1_infimum`
+ new lemmas: `ge_supremum_Nmem`, `le_infimum_Nmem`, `nat_supremums_neq0`
+ lemmas `setUCl`, `setDv`
+ lemmas `image_preimage_subset`, `image_subset`, `preimage_subset`
+ definition `proper` and its notation `<`
+ lemmas `setUK`, `setKU`, `setIK`, `setKI`
+ lemmas `setUK`, `setKU`, `setIK`, `setKI`, `subsetEset`, `subEset`, `complEset`, `botEset`, `topEset`, `meetEset`, `joinEset`, `properEneq`
+ Canonical `porderType`, `latticeType`, `distrLatticeType`, `blatticeType`, `tblatticeType`, `bDistrLatticeType`, `tbDistrLatticeType`, `cbDistrLatticeType`, `ctbDistrLatticeType` on classical `set`.
- file `nngnum.v`
- in `topology.v`:
+ definition `meets` and its notation `#`
+ lemmas `meetsC`, `meets_openr`, `meets_openl`, `meets_globallyl`,
`meets_globallyr `, `meetsxx` and `proper_meetsxx`.
+ definition `limit_point`
+ lemmas `subset_limit_point`, `closure_limit_point`,
`closure_subset`, `closureE`, `closureC`, `closure_id`
+ lemmas `cluster_nbhs`, `clusterEonbhs`, `closureEcluster`
+ definition `separated`
+ lemmas `connected0`, `connectedPn`, `connected_continuous_connected`
+ lemmas `closureEnbhs`, `closureEonbhs`, `limit_pointEnbhs`,
`limit_pointEonbhs`, `closeEnbhs`, `closeEonbhs`.
- in `ereal.v`:
+ notation `\+` (`ereal_scope`) for function addition
+ notations `>` and `>=` for comparison of extended real numbers
+ definition `is_real`, lemmas `is_realN`, `is_realD`, `ERFin_real_of_er`
+ basic lemmas: `addooe`, `adde_Neq_pinfty`, `adde_Neq_ninfty`, `addERFin`,
`subERFin`, `real_of_erN`, `lb_ereal_inf_adherent`
+ arithmetic lemmas: `oppeD`, `subre_ge0`, `suber_ge0`, `lee_add2lE`, `lte_add2lE`,
`lte_add`, `lte_addl`, `lte_le_add`, `lte_subl_addl`, `lee_subr_addr`,
`lee_subl_addr`, `lte_spaddr`
+ lemmas `gee0P`, `sume_ge0`, `lee_sum_nneg`, `lee_sum_nneg_ord`, `lee_sum_nneg_subset`, `lee_sum_nneg_subfset`
+ lemma `lee_addr`
+ lemma `lee_adde`
+ lemma `oppe_continuous`
+ lemmas `ereal_nbhs_pinfty_ge`, `ereal_nbhs_ninfty_le`
- in `sequences.v`:
+ definitions `arithmetic`, `geometric`, `geometric_invn`
+ lemmas `increasing_series`, `cvg_shiftS`, `mulrn_arithmetic`,
`exprn_geometric`, `cvg_arithmetic`, `cvg_expr`,
`geometric_seriesE`, `cvg_geometric_series`,
`is_cvg_geometric_series`.
+ lemmas `ereal_cvgN`, `ereal_cvg_ge0`, `ereal_lim_ge`, `ereal_lim_le`
+ lemma `ereal_cvg_real`
+ lemmas `is_cvg_ereal_nneg_series_cond`, `is_cvg_ereal_nneg_series`, `ereal_nneg_series_lim_ge0`,
`ereal_nneg_series_pinfty`
+ lemmas `ereal_cvgPpinfty`, `ereal_cvgPninfty`, `lee_lim`
+ lemma `ereal_cvgD`
* with intermediate lemmas `ereal_cvgD_pinfty_fin`, `ereal_cvgD_ninfty_fin`, `ereal_cvgD_pinfty_pinfty`,
`ereal_cvgD_ninfty_ninfty`
+ lemma `ereal_limD`
- in `normedtype.v`:
+ lemma `closed_ereal_le_ereal`
+ lemma `closed_ereal_ge_ereal`
+ lemmas `natmul_continuous`, `cvgMn` and `is_cvgMn`.
+ `uniformType` structure for `ereal`

### Changed

- in `classical_sets.v`:
+ the index in `bigcup_set1` generalized from `nat` to some `Type`
+ lemma `bigcapCU` generalized
+ lemmas `preimage_setU` and `preimage_setI` are about the `setU` and `setI` (instead of `bigcup` and `bigcap`)
+ `eqEsubset` changed from an implication to an equality
- lemma `asboolb` moved from `discrete.v` to `boolp.v`
- lemma `exists2NP` moved from `discrete.v` to `boolp.v`
- lemma `neg_or` moved from `discrete.v` to `boolp.v` and renamed to `not_orP`
- definitions `dep_arrow_choiceClass` and `dep_arrow_pointedType`
slightly generalized and moved from `topology.v` to
`classical_sets.v`
- the types of the topological notions for `numFieldType` have been moved from `normedtype.v` to `topology.v`
- the topology of extended real numbers has been moved from `normedtype.v` to `ereal.v` (including the notions of filters)
- `numdFieldType_lalgType` in `normedtype.v` renamed to `numFieldType_lalgType` in `topology.v`
- in `ereal.v`:
+ the first argument of `real_of_er` is now maximal implicit
+ the first argument of `is_real` is now maximal implicit
+ generalization of `lee_sum`
- in `boolp.v`:
+ rename `exists2NP` to `forall2NP` and make it bidirectionnal
- moved the definition of `{nngnum _}` and the related bigmax theory to the new `nngnum.v` file

### Renamed

- in `classical_sets.v`:
+ `setIDl` -> `setIUl`
+ `setUDl` -> `setUIl`
+ `setUDr` -> `setUIr`
+ `setIDr` -> `setIUl`
+ `setCE` -> `setTD`
+ `preimage_setU` -> `preimage_bigcup`, `preimage_setI` -> `preimage_bigcap`
- in `boolp.v`:
+ `contrap` -> `contra_not`
+ `contrapL` -> `contraPnot`
+ `contrapR` -> `contra_notP`
+ `contrapLR` -> `contraPP`

### Removed

- in `boolp.v`:
+ `contrapNN`, `contrapTN`, `contrapNT`, `contrapTT`
+ `eqNN`
- in `normedtype.v`:
+ `forallN`
+ `eqNNP`
+ `existsN`
- in `discrete.v`:
+ `existsP`
+ `existsNP`
- in `topology.v`:
+ `close_to`
+ `close_cluster`, which is subsumed by `closeEnbhs`

## [0.3.2] - 2020-08-11

Expand Down
122 changes: 0 additions & 122 deletions CHANGELOG_UNRELEASED.md
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### Added

- in `boolp.v`:
+ lemma `not_andP`
- in `classical_sets.v`:
+ lemmas `setIIl`, `setIIr`, `setCS`, `setSD`, `setDS`, `setDSS`, `setCI`,
`setDUr`, `setDUl`, `setIDA`, `setDD`
+ definition `dep_arrow_choiceType`
+ lemma `bigcup_set0`
+ lemmas `setUK`, `setKU`, `setIK`, `setKI`, `subsetEset`, `subEset`, `complEset`, `botEset`, `topEset`, `meetEset`, `joinEset`, `subsetPset`, `properPset`
+ Canonical `porderType`, `latticeType`, `distrLatticeType`, `blatticeType`, `tblatticeType`, `bDistrLatticeType`, `tbDistrLatticeType`, `cbDistrLatticeType`, `ctbDistrLatticeType`
+ lemma `not_exists2P`

- in `normedtype.v`:
+ lemma `closed_ereal_le_ereal`
+ lemma `closed_ereal_ge_ereal`
+ lemmas `set0M`, `setM0`, `image_set0_set0`, `subset_set1`, `preimage_set0`
+ lemmas `setICr`, `setUidPl`, `subsets_disjoint`, `disjoints_subset`, `setDidPl`,
`setIidPl`, `setIS`, `setSI`, `setISS`, `bigcup_recl`, `bigcup_distrr`,
`setMT`
- in `ereal.v`:
+ notation `\+` (`ereal_scope`) for function addition
+ notations `>` and `>=` for comparison of extended real numbers
+ definition `is_real`, lemmas `is_realN`, `is_realD`, `ERFin_real_of_er`
+ basic lemmas: `addooe`, `adde_Neq_pinfty`, `adde_Neq_ninfty`, `addERFin`,
`subERFin`, `real_of_erN`, `lb_ereal_inf_adherent`
+ arithmetic lemmas: `oppeD`, `subre_ge0`, `suber_ge0`, `lee_add2lE`, `lte_add2lE`,
`lte_add`, `lte_addl`, `lte_le_add`, `lte_subl_addl`, `lee_subr_addr`,
`lee_subl_addr`, `lte_spaddr`
+ lemmas `gee0P`, `sume_ge0`, `lee_sum_nneg`, `lee_sum_nneg_ord`, `lee_sum_nneg_subset`, `lee_sum_nneg_subfset`
+ lemma `lee_addr`
+ lemma `lee_adde`
- in `normedtype.v`:
+ lemmas `natmul_continuous`, `cvgMn` and `is_cvgMn`.
+ `uniformType` structure for `ereal`
- in `sequences.v`:
+ definitions `arithmetic`, `geometric`, `geometric_invn`
+ lemmas `increasing_series`, `cvg_shiftS`, `mulrn_arithmetic`,
`exprn_geometric`, `cvg_arithmetic`, `cvg_expr`,
`geometric_seriesE`, `cvg_geometric_series`,
`is_cvg_geometric_series`.
+ lemmas `ereal_cvgN`, `ereal_cvg_ge0`, `ereal_lim_ge`, `ereal_lim_le`
+ lemma `ereal_cvg_real`
+ lemmas `is_cvg_ereal_nneg_series_cond`, `is_cvg_ereal_nneg_series`, `ereal_nneg_series_lim_ge0`, `ereal_nneg_series_pinfty`
+ lemmas `ereal_cvgPpinfty`, `ereal_cvgPninfty`, `lee_lim`
+ lemma `ereal_cvgD`
* with intermediate lemmas `ereal_cvgD_pinfty_fin`, `ereal_cvgD_ninfty_fin`, `ereal_cvgD_pinfty_pinfty`, `ereal_cvgD_ninfty_ninfty`
+ lemma `ereal_limD`
- in `classical_sets.v`:
+ new lemmas: `lb_set1`, `ub_lb_set1`, `ub_lb_refl`, `lb_ub_lb`
+ new definitions and lemmas: `infimums`, `infimum`, `infimums_set1`, `is_subset1_infimum`
+ new lemmas: `ge_supremum_Nmem`, `le_infimum_Nmem`, `nat_supremums_neq0`
+ lemmas `ereal_nbhs_pinfty_ge`, `ereal_nbhs_ninfty_le`
+ lemma `oppe_continuous`
+ lemmas `setUCl`, `setDv`
+ lemmas `image_preimage_subset`, `image_subset`, `preimage_subset`
+ definition `proper` and its notation `<`
+ lemmas `setUK`, `setKU`, `setIK`, `setKI`
+ lemmas `setUK`, `setKU`, `setIK`, `setKI`, `subsetEset`, `subEset`, `complEset`, `botEset`, `topEset`, `meetEset`, `joinEset`, `properEneq`
+ Canonical `porderType`, `latticeType`, `distrLatticeType`, `blatticeType`, `tblatticeType`, `bDistrLatticeType`, `tbDistrLatticeType`, `cbDistrLatticeType`, `ctbDistrLatticeType` on classical `set`.
- file `nngnum.v`

+ definition `meets` and its notation `#`
+ lemmas `meetsC`, `meets_openr`, `meets_openl`, `meets_globallyl`,
`meets_globallyr `, `meetsxx` and `proper_meetsxx`.
- in `topology.v`:
+ definition `limit_point`
+ lemmas `subset_limit_point`, `closure_limit_point`,
`closure_subset`, `closureE`, `closureC`, `closure_id`
+ lemmas `cluster_nbhs`, `clusterEonbhs`, `closureEcluster`
+ definition `separated`
+ lemmas `connected0`, `connectedPn`, `connected_continuous_connected`
+ lemmas `closureEnbhs`, `closureEonbhs`, `limit_pointEnbhs`,
`limit_pointEonbhs`, `closeEnbhs`, `closeEonbhs`.

### Changed

- in `classical_sets.v`:
+ the index in `bigcup_set1` generalized from `nat` to some `Type`
+ lemma `bigcapCU` generalized
+ lemmas `preimage_setU` and `preimage_setI` are about the `setU` and `setI` (instead of `bigcup` and `bigcap`)
+ `eqEsubset` changed from an implication to an equality
- lemma `asboolb` moved from `discrete.v` to `boolp.v`
- lemma `exists2NP` moved from `discrete.v` to `boolp.v`
- lemma `neg_or` moved from `discrete.v` to `boolp.v` and renamed to `not_orP`
- definitions `dep_arrow_choiceClass` and `dep_arrow_pointedType`
slightly generalized and moved from `topology.v` to
`classical_sets.v`
- the types of the topological notions for `numFieldType` have been moved from `normedtype.v` to `topology.v`
- the topology of extended real numbers has been moved from `normedtype.v` to `ereal.v` (including the notions of filters)
- `numdFieldType_lalgType` in `normedtype.v` renamed to `numFieldType_lalgType` in `topology.v`
- in `ereal.v`:
+ the first argument of `real_of_er` is now maximal implicit
+ the first argument of `is_real` is now maximal implicit
+ generalization of `lee_sum`
- in `boolp.v`:
+ rename `exists2NP` to `forall2NP` and make it bidirectionnal
- moved the definition of `{nngnum _}` and the related bigmax theory to the new `nngnum.v` file

### Renamed

- in `classical_sets.v`:
+ `setIDl` -> `setIUl`
+ `setUDl` -> `setUIl`
+ `setUDr` -> `setUIr`
+ `setIDr` -> `setIUl`
+ `setCE` -> `setTD`
+ `preimage_setU` -> `preimage_bigcup`, `preimage_setI` -> `preimage_bigcap`
- in `boolp.v`:
+ `contrap` -> `contra_not`
+ `contrapL` -> `contraPnot`
+ `contrapR` -> `contra_notP`
+ `contrapLR` -> `contraPP`

### Removed

- in `boolp.v`:
+ `contrapNN`, `contrapTN`, `contrapNT`, `contrapTT`
+ `eqNN`
- in `normedtype.v`:
+ `forallN`
+ `eqNNP`
+ `existsN`
- in `discrete.v`:
+ `existsP`
+ `existsNP`
- in `topology.v`:
+ `close_to`
+ `close_cluster`, which is subsumed by `closeEnbhs`

### Infrastructure

### Misc

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