CustomTokenizer / vocab.txt
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##x
##t
##r
##e
##a
##l
##_
##d
##f
##v
##n
##s
##m
##w
##i
##c
##o
##b
##p
##u
##g
##2
##h
##y
##.
##5
##j
##1
##0
##3
##6
##q
##_t
##ac
##_tac
##ef
##_d
##_def
##re
##in
##al
##al_
##xt
##real_
ext
extreal_
lt
##w_tac
##_in
##ft
##fty
##le
##_infty
##et
rw_tac
##is
##an
##_s
met
##is_tac
metis_tac
##ran
##_tran
##_trans
extreal_m
##lt
##ax
##en
##lt_def
##_le
##te
##le_def
##ore
d_
lt_le
lt_infty
extreal_lt_def
extreal_le_def
##on
##im
##ot
##ite
##ion
##ch
##in_def
##isch
extreal_min_def
##isch_tac
min
max
##e_trans
lte_trans
max_infty
let
##_tot
lt_tot
min_infty
let_trans
lt_total
disch_tac
##_sim
##rite
##write
##p_tac
##write_tac
sr
##bef
srw_tac
##before
gs
extreal_max
extreal_max_def
##tion
##e_
##ec
##pec
##ation
##fi
##ifi
##cation
gspec
##ification
gspecification
##before_def
th
then
##ul
then1
##ts
##ven
##d_s
st
##pac
##d_ss
std_ss
##or
##and
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ful
##l_sim
full_sim
full_simp_tac
##ab
##_re
##_rewrite_tac
##as
##_space
##_e
##ep
##s_def
##ets_def
##orel
d_and
d_and_def
##able
##vents
##_space_def
events
d_before_def
d_or
d_or_def
re
##ar
##_n
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in
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##us
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##_inclus
d_sim
d_inclus
##_v
##ve_
##ive_
##ult_def
rewrite_tac
d_simult_def
d_inclusive_
##_var
d_inclusive_before_def
##m_rewrite_tac
as
mp_tac
##sion
exten
extension
lb
measurable
##f_n
##m_def
##of_n
##um_def
extreal_of_n
##_sets_def
lborel
measurable_sets_def
extreal_of_num_def
le
le_
p_space_def
q.
##inite
le_infty
le_lt
##dep
indep
indep_var
##xis
##exis
##ts_tac
asm_rewrite_tac
q.exis
q.exists_tac
dft
dep
extreal_real_
##vent
##_event
dep_rewrite_tac
##ub
##ter
borel
sub
##sets_def
##ma
##_inter
dft_event
extreal_real_le
subsets_def
finite
m_space_def
nor
##mal_
##ing
events_def
normal_
##ct
##om
##real
##_sing
gen
pr
##lim
##hm
##_thm
##_elim
normal_real
gen_tac
pro
##ig
events_inter
indep_vars
et
se
sig
##ag
##a_thm
##_c
##nd
##lect
##et_tac
##imag
##ot_infty
##ma_def
dft_event_def
finite_sing
##_elim_tac
eta_thm
select
sigma_def
select_elim_tac
eq
##_m
##ve
##un
prob
eq_tac
on
rand
space
und
##table
##_before
##finite
##iab
##ce_
##oun
##gt
##reimag
##ist
##asm_rewrite_tac
events_space
in_m
##_variab
lborel_le
##om_variab
prob_
once_
random_variab
space_def
undisch_tac
##ountable
in_measurable
once_asm_rewrite_tac
random_variable_def
##_p
##_as
##dd
##so
##m_s
extreal_le
##_eq
asm_s
##gt0
##_asso
extreal_le_eq
asm_set_tac
##_assoc
cd
mul
ne
pi
preimag
##r_def
##ext
##e_le
##_gt0
##f_def
##not_infty
##ym
extreal_mul
gsym
##_not_infty
##omm
##_countable
##_comm
##ver_def
prob_finite
cdf_def
never_def
pie_le
extreal_mul_def
pie_lem
al
add
con
car
ps
##l_d
##_and
##se
##inct
extreal_not_infty
##e_ext
dft_event_and
prove
##istinct
preimage_ext
pie_lemma
all_d
conj
pset_tac
dft_event_and_before
preimage_extreal_
all_distinct
and
countable
dist
ima
me
not
po
rv
##ty
##rv
##ri
##r_thm
##ai
##add
##_l
##_imag
##ss
##mp
##mul
##ose
##bu
##ge_
##2rv
##infty
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##real_mul
##real_2rv
##ispec
min_comm
##tion_def
##_emp
events_countable
real
real_ss
##_ninfty
in_elim
q.ispec
dft_before
extreal_real_lt
##_event_gt0
finite_def
finite_countable
normal_real_mul
##_sing_emp
##_preimag
##_pai
mul_not_infty
##_gt0_ninfty
add_assoc
card
conj_assoc
dft_event_and_before_preimag
preimage_extreal_real_2rv
and_inter
countable_imag
distri
image_
mem
not_sing_emp
rv_gt0_ninfty
##osed
##bution_def
events_countable_inter
in_elim_pai
q.ispecl
dft_before_event_gt0
countable_image
distribution_def
image_finite
not_sing_empty
rv_gt0_ninfty_def
in_elim_pair_thm