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8 | 8 | + lemma `Pos_to_natE` (from `mathcomp_extra.v`) |
9 | 9 |
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10 | 10 | - new file `internal_Eqdep_dec.v` (don't use, internal, to be removed) |
11 | | -- in `normedtype.v`: |
12 | | - + lemma `scaler1` |
13 | | - |
14 | | -- in `derive.v`: |
15 | | - + lemmas `horner0_ext`, `hornerD_ext`, `horner_scale_ext`, `hornerC_ext`, |
16 | | - `derivable_horner`, `derivE`, `continuous_horner` |
17 | | - + instance `is_derive_poly` |
18 | | -- in `mathcomp_extra.v`: |
19 | | - + lemma `partition_disjoint_bigfcup` |
20 | | -- in `lebesgue_measure.v`: |
21 | | - + lemma `measurable_indicP` |
22 | 11 |
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23 | 12 | - in `numfun.v`: |
24 | 13 | + defintions `funrpos`, `funrneg` with notations `^\+` and `^\-` |
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30 | 19 |
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31 | 20 | - in `measure.v`: |
32 | 21 | + lemma `preimage_class_comp` |
33 | | - + defintions `mapping_display`, `g_sigma_algebra_mappingType`, `g_sigma_algebra_mapping`, |
34 | | - notations `.-mapping`, `.-mapping.-measurable` |
| 22 | + + defintions `preimage_display`, `g_sigma_algebra_preimageType`, `g_sigma_algebra_preimage`, |
| 23 | + notations `.-preimage`, `.-preimage.-measurable` |
35 | 24 |
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36 | | -- in `lebesgue_measure.v`: |
| 25 | +- in `measurable_realfun.v`: |
37 | 26 | + lemmas `measurable_funrpos`, `measurable_funrneg` |
38 | 27 |
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39 | | -- in `lebesgue_integral.v`: |
40 | | - + lemmas `integral_fin_num_abs`, `Rintegral_cst`, `le_Rintegral` |
41 | | - |
42 | | -- new file `pi_irrational.v`: |
43 | | - + lemmas `measurable_poly` |
44 | | - + definition `rational` |
45 | | - + module `pi_irrational` |
46 | | - + lemma `pi_irrationnal` |
47 | | -- in `constructive_ereal.v`: |
48 | | - + notations `\prod` in scope ereal_scope |
49 | | - + lemmas `prode_ge0`, `prode_fin_num` |
50 | | -- in `probability.v`: |
51 | | - + lemma `expectation_def` |
52 | | - + notation `'M_` |
53 | | - |
54 | 28 | - new file `independence.v`: |
55 | 29 | + lemma `expectationM_ge0` |
56 | 30 | + definition `independent_events` |
57 | 31 | + definition `mutual_independence` |
58 | 32 | + definition `independent_RVs` |
59 | 33 | + definition `independent_RVs2` |
60 | | - + lemmas `g_sigma_algebra_mapping_comp`, `g_sigma_algebra_mapping_funrpos`, |
61 | | - `g_sigma_algebra_mapping_funrneg` |
| 34 | + + lemmas `g_sigma_algebra_preimage_comp`, `g_sigma_algebra_preimage_funrpos`, |
| 35 | + `g_sigma_algebra_preimage_funrneg` |
62 | 36 | + lemmas `independent_RVs2_comp`, `independent_RVs2_funrposneg`, |
63 | 37 | `independent_RVs2_funrnegpos`, `independent_RVs2_funrnegneg`, |
64 | 38 | `independent_RVs2_funrpospos` |
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87 | 61 |
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88 | 62 | ### Renamed |
89 | 63 |
|
90 | | -- in `measure.v` |
91 | | - + `preimage_class` -> `preimage_set_system` |
92 | | - + `image_class` -> `image_set_system` |
93 | | - + `preimage_classes` -> `g_sigma_preimageU` |
94 | | - + `preimage_class_measurable_fun` -> `preimage_set_system_measurable_fun` |
95 | | - + `sigma_algebra_preimage_class` -> `sigma_algebra_preimage` |
96 | | - + `sigma_algebra_image_class` -> `sigma_algebra_image` |
97 | | - + `sigma_algebra_preimage_classE` -> `g_sigma_preimageE` |
98 | | - + `preimage_classes_comp` -> `g_sigma_preimageU_comp` |
99 | | - |
100 | | -### Renamed |
101 | | - |
102 | | -- in `lebesgue_measure.v`: |
103 | | - + `measurable_fun_indic` -> `measurable_indic` |
104 | | - + `emeasurable_fun_sum` -> `emeasurable_sum` |
105 | | - + `emeasurable_fun_fsum` -> `emeasurable_fsum` |
106 | | - + `ge0_emeasurable_fun_sum` -> `ge0_emeasurable_sum` |
107 | | -- in `probability.v`: |
108 | | - + `expectationM` -> `expectationZl` |
109 | | - |
110 | | -- in `classical_sets.v`: |
111 | | - + `preimage_itv_o_infty` -> `preimage_itvoy` |
112 | | - + `preimage_itv_c_infty` -> `preimage_itvcy` |
113 | | - + `preimage_itv_infty_o` -> `preimage_itvNyo` |
114 | | - + `preimage_itv_infty_c` -> `preimage_itvNyc` |
115 | | - |
116 | | -- in `constructive_ereal.v`: |
117 | | - + `maxeMr` -> `maxe_pMr` |
118 | | - + `maxeMl` -> `maxe_pMl` |
119 | | - + `mineMr` -> `mine_pMr` |
120 | | - + `mineMl` -> `mine_pMl` |
121 | | - |
122 | | -- in `probability.v`: |
123 | | - + `integral_distribution` -> `ge0_integral_distribution` |
124 | | - |
125 | | -- file `homotopy_theory/path.v` -> `homotopy_theory/continuous_path.v` |
126 | | - |
127 | 64 | ### Generalized |
128 | 65 |
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129 | 66 | ### Deprecated |
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132 | 69 |
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133 | 70 | - file `mathcomp_extra.v` |
134 | 71 | + lemma `Pos_to_natE` (moved to `Rstruct.v`) |
135 | | -- in `sequences.v`: |
136 | | - + notations `nneseries_pred0`, `eq_nneseries`, `nneseries0`, |
137 | | - `ereal_cvgPpinfty`, `ereal_cvgPninfty` (were deprecated since 0.6.0) |
138 | | -- in `topology_structure.v`: |
139 | | - + lemma `closureC` |
140 | | - |
141 | | -- in file `lebesgue_integral.v`: |
142 | | - + lemma `approximation` |
143 | | - |
144 | | -### Removed |
145 | | - |
146 | | -- in `lebesgue_integral.v`: |
147 | | - + definition `cst_mfun` |
148 | | - + lemma `mfun_cst` |
149 | | - |
150 | | -- in `cardinality.v`: |
151 | | - + lemma `cst_fimfun_subproof` |
152 | | - |
153 | | -- in `lebesgue_integral.v`: |
154 | | - + lemma `cst_mfun_subproof` (use lemma `measurable_cst` instead) |
155 | | - + lemma `cst_nnfun_subproof` (turned into a `Let`) |
156 | | - + lemma `indic_mfun_subproof` (use lemma `measurable_fun_indic` instead) |
157 | | - |
158 | | -- in `lebesgue_integral.v`: |
159 | | - + lemma `measurable_indic` (was uselessly specializing `measurable_fun_indic` (now `measurable_indic`) from `lebesgue_measure.v`) |
160 | | - + notation `measurable_fun_indic` (deprecation since 0.6.3) |
161 | | -- in `constructive_ereal.v` |
162 | | - + notation `lee_opp` (deprecated since 0.6.5) |
163 | | - + notation `lte_opp` (deprecated since 0.6.5) |
164 | | -- in `measure.v`: |
165 | | - + `dynkin_setI_bigsetI` (use `big_ind` instead) |
166 | | - |
167 | | -- in `lebesgue_measurable.v`: |
168 | | - + notation `measurable_fun_power_pos` (deprecated since 0.6.3) |
169 | | - + notation `measurable_power_pos` (deprecated since 0.6.4) |
170 | 72 |
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171 | 73 | ### Infrastructure |
172 | 74 |
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