-
in
num_topology.v
:- lemma
in_continuous_mksetP
- lemma
-
in
normedtype.v
:- lemmas
continuous_within_itvcyP
,continuous_within_itvNycP
- lemmas
-
in
mathcomp_extra.v
:- lemma
partition_disjoint_bigfcup
- lemma
-
in
lebesgue_measure.v
:- lemma
measurable_indicP
- lemma
-
in
lebesgue_integral.v
:- definition
dyadic_approx
(wasLet A
) - definition
integer_approx
(wasLet B
) - lemma
measurable_sum
- lemma
integrable_indic
- definition
-
in
constructive_ereal.v
:- notations
\prod
in scope ereal_scope - lemmas
prode_ge0
,prode_fin_num
- notations
-
in
probability.v
:- lemma
expectation_def
- notation
'M_
- lemma
-
in
lebesgue_integral.v
:- lemmas
integrable_pushforward
,integral_pushforward
- lemma
integral_measure_add
- lemmas
-
in
probability.v
- lemma
integral_distribution
(existsing lemmaintegral_distribution
has been renamed)
- lemma
- in
lebesgue_integrale.v
- change implicits of
measurable_funP
- change implicits of
-
in
lebesgue_measure.v
:measurable_fun_indic
->measurable_indic
emeasurable_fun_sum
->emeasurable_sum
emeasurable_fun_fsum
->emeasurable_fsum
ge0_emeasurable_fun_sum
->ge0_emeasurable_sum
-
in
probability.v
:expectationM
->expectationZl
-
in
classical_sets.v
:preimage_itv_o_infty
->preimage_itvoy
preimage_itv_c_infty
->preimage_itvcy
preimage_itv_infty_o
->preimage_itvNyo
preimage_itv_infty_c
->preimage_itvNyc
-
in
constructive_ereal.v
:maxeMr
->maxe_pMr
maxeMl
->maxe_pMl
mineMr
->mine_pMr
mineMl
->mine_pMl
-
in
probability.v
:integral_distribution
->ge0_integral_distribution
-
file
homotopy_theory/path.v
->homotopy_theory/continuous_path.v
-
in
probability.v
:- definition
random_variable
- lemmas
notin_range_measure
,probability_range
- definition
distribution
- lemma
probability_distribution
,integral_distribution
- mixin
MeasurableFun_isDiscrete
- structure
discreteMeasurableFun
- definition
discrete_random_variable
- lemma
dRV_dom_enum
- definitions
dRV_dom
,dRV_enum
,enum_prob
- lemmas
distribution_dRV
,sum_enum_prob
- definition
-
in
lebesgue_integral.v
:- lemma
measurable_sfunP
- lemma
- in file
lebesgue_integral.v
:- lemma
approximation
- lemma
- in
lebesgue_integral.v
:- lemma
measurable_indic
(was uselessly specializingmeasurable_fun_indic
(nowmeasurable_indic
) fromlebesgue_measure.v
) - notation
measurable_fun_indic
(deprecation since 0.6.3)
- lemma
- in
constructive_ereal.v
- notation
lee_opp
(deprecated since 0.6.5) - notation
lte_opp
(deprecated since 0.6.5)
- notation
- in
measure.v
:dynkin_setI_bigsetI
(usebig_ind
instead)