-
in
probability.v:- lemmas
eq_bernoulli,eq_bernoulliV2
- lemmas
-
in
measure.v:- lemmas
mnormalize_id,measurable_fun_eqP
- lemmas
-
in
ftc.v:- lemma
integrable_locally
- lemma
-
in
constructive_ereal.v:- lemma
EFin_bigmax
- lemma
-
in
mathcomp_extra.v:- lemmas
inr_inj,inl_inj
- lemmas
-
in
classical_sets.v:- lemmas
in_set1,inr_in_set_inr,inl_in_set_inr,mem_image,mem_range,image_f - lemmas
inr_in_set_inl,inl_in_set_inl
- lemmas
-
in
lebesgue_integral_approximation.v(nowmeasurable_fun_approximation.v):- lemma
measurable_prod - lemma
measurable_fun_lte - lemma
measurable_fun_lee - lemma
measurable_fun_eqe - lemma
measurable_poweR
- lemma
-
in
exp.v:- lemma
poweRE
- lemma
-
in
exp.v:- lemmas
lnNy,powR_cvg0,derivable_powR,powR_derive1 - Instance
is_derive1_powR
- lemmas
-
in
realfun.v:- lemma
cvge_ninftyP
- lemma
-
in
boolp.v:- lemmas
orW,or3W,or4W
- lemmas
-
in
classical_sets.v:- lemmas
set_cst,image_nonempty
- lemmas
-
in
unstable.v:- lemmas
eq_exists2l,eq_exists2r - module
ProperNotationswith notations++>,==>,~~>
- lemmas
-
in
functions.v:- lemma
natmulfctE
- lemma
-
in
ereal.v:- lemmas
ereal_infEN,ereal_supN,ereal_infN,ereal_supEN - lemmas
ereal_supP,ereal_infP,ereal_sup_gtP,ereal_inf_ltP,ereal_inf_leP,ereal_sup_geP,lb_ereal_infNy_adherent,ereal_sup_real,ereal_inf_real
- lemmas
-
in
constructive_ereal.v:- lemmas
expe_ge0,expe_eq0,expe_gt0
- lemmas
- in
pi_irrational:- definition
rational
- definition
-
in
kernel.v:isFiniteTransition->isFiniteTransitionKernel
-
in
lebesgue_integral_approximation.v:emeasurable_fun_lt->measurable_lteemeasurable_fun_le->measurable_leeemeasurable_fun_eq->measurable_leeemeasurable_fun_neq->measurable_neqe
-
file
lebesgue_integral_approximation.v->measurable_fun_approximation.v -
in
ereal.v:ereal_sup_le->ereal_sup_ge
-
in
normedtype.v:- lemmas
gt0_cvgMlNy,gt0_cvgMly
- lemmas
-
in
functions.v:fct_sumE,addrfctE,sumrfctE(fromzmodTypetonmodType)scalerfctE(frompointedTypetoType)
-
in
measurable_realfun.v- lemma
measurable_ln
- lemma
-
in
functions.v:- definitions
fct_ringMixin,fct_ringMixin(was only used in anHB.instance)
- definitions
-
in
measurable_realfun.v:- notation
measurable_fun_ln(deprecated since 0.6.3) - notations
emeasurable_itv_bnd_pinfty,emeasurable_itv_ninfty_bnd(deprecated since 0.6.2) - notation
measurable_fun_lim_sup(deprecated since 0.6.6) - notation
measurable_fun_max(deprecated since 0.6.3) - notation
measurable_fun_er_map(deprecated since 0.6.3) - notations
emeasurable_funN,emeasurable_fun_max,emeasurable_fun_min,emeasurable_fun_funepos,emeasurable_fun_funeneg(deprecated since 0.6.3) - notation
measurable_fun_lim_esup(deprecated since 0.6.6)
- notation
-
in
measure.v:- notation
measurable_fun_ext(deprecated since 0.6.2) - notations
measurable_fun_id,measurable_fun_cst,measurable_fun_comp(deprecated since 0.6.3) - notation
measurable_funT_comp(deprecated since 0.6.3)
- notation