01MIP
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Kapitola 1.
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Kapitola 2.
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[]\T1/lmr/m/n/10 (-20) Doka?me plat-nost pod-m?nky v de-fi-nici [][]2.6[][]. Pt
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[] \OML/lmm/m/it/10 F[]\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 x; y\OT1/lmr/m/n/10 )
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10 ) [] [] \OML/lmm/m/it/10 F[]\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 y\OT1/lmr/m/n/
10 ) [] [] \OML/lmm/m/it/10 F[]\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 m\OT1/lmr/m/n/
10 ) = [] \OML/lmm/m/it/10 P\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 A[]\OT1/lmr/m/n/1
0 )\OML/lmm/m/it/10 ;
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\T1/lmr/m/n/10 (+20) V?sledn? funkci ??-k?me \T1/lmr/bx/n/10 (+20) mar-gi-n?ln?
dis-tri-bu?n? funkce \T1/lmr/m/n/10 (+20) n?-hodn? ve-li-?iny $\OML/lmm/m/it/1
0 X[]$ \T1/lmr/m/n/10 (+20) z?s-kan?
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[][][]\T1/lmr/m/n/8 (+20) Na [][]$\T1/lmtt/m/n/8 https : / / math . stackexchan
ge . com / questions / 1691328 / question -[] on -[] equivalent -[] ideas -[] o
f -[] absolute -[]
[]
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[][]$\T1/lmtt/m/n/8 https : / / math . stackexchange . com / questions / 780824
/ equivalent -[] ideas -[] of -[] absolute -[] continuity -[] of -[] measures$
[][]
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0 :
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[]\T1/lmr/m/n/10 (-20) Tvrzen? dru-h?ho bodu snadno ob-dr-??me p?i-?te-n?m a od
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\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 P[] \OMS/lmsy/m/n/10
\OML/lmm/m/it/10 P[]\OT1/lmr/m/n/10 )(\OML/lmm/m/it/10 C\OT1/lmr/m/n/10 ) = (\
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B \OML/lmm/m/it/10 A[]\OT1/lmr/m/n/10 ) = [][] \OML/lmm/m/it/10 P[]\OT1/lmr/m/n
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[] 1 d\OML/lmm/m/it/10 P[] \OT1/lmr/m/n/10 = \OML/lmm/m/it/10 P[]\OT1/lmr/m/n/1
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ho[][][][][])\T1/lmr/bx/n/10 (-20) . []\T1/lmr/m/n/10 (-20) M?jme dva prav-d?-p
o-dob-nostn? pro-story $\OT1/lmr/m/n/10 (-20) (
[]\OML/lmm/m/it/10 ; \OMS/lmsy/m/n/10 A[]\OML/lmm/m/it/10 ; P[]\OT1/lmr/m/n/10
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[]\OML/lmm/m/it/10 ; \OMS/lmsy/m/n/10 A[]\OML/lmm/m/it/10 ; P[]\OT1/lmr/m/n/10
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[]\T1/lmr/bx/n/10 (-20) V?ta 5.59 \T1/lmr/m/n/10 (-20) (Cau-chy-ho--Sch-war-zov
a[][][][][] ne-rov-nost)\T1/lmr/bx/n/10 (-20) . []\T1/lmr/m/n/10 (-20) Nech? $\
OML/lmm/m/it/10 X; Y \OMS/lmsy/m/n/10 2 \OML/lmm/m/it/10 L[]$\T1/lmr/m/n/10 (-
20) . Po-tom $\OMS/lmsy/m/n/10 j []\OT1/lmr/m/n/10 (-20) (\OML/lmm/m/it/10 XY\O
T1/lmr/m/n/10 (-20) )\OMS/lmsy/m/n/10 j ^^T k\OML/lmm/m/it/10 X\OMS/lmsy/m/n/10
k[]k\OML/lmm/m/it/10 Y\OMS/lmsy/m/n/10 k[]$
[]
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[]\T1/lmr/m/n/10 (+20) Pro v?-po-?ty se hod? da-nou ve-li-?inu $\OML/lmm/m/it/1
0 X$ \T1/lmr/m/n/10 (+20) tzv. \T1/lmr/m/it/10 (+20) stan-dar-di-zo-vat \T1/lmr
/m/n/10 (+20) trans-for-mac? do tvaru
[]
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[][]\T1/lmr/bx/n/10 (-20) Definice 5.73. []\T1/lmr/m/n/10 (-20) M?jme v?-ce-roz
-m?r-nou n?-hod-nou ve-li-?inu $\OML/lmm/b/it/10 X \OT1/lmr/m/n/10 (-20) = (\OM
L/lmm/m/it/10 X[]; [] ; X[]\OT1/lmr/m/n/10 (-20) )$\T1/lmr/m/n/10 (-20) , kde $
\OT1/lmr/m/n/10 (-20) (\OMS/lmsy/m/n/10 8\OML/lmm/m/it/10 j \OMS/lmsy/m/n/10 2
[]\OT1/lmr/m/n/10 (-20) )(\OML/lmm/m/it/10 X[] \OMS/lmsy/m/n/10 2 L[]\OT1/lmr/
m/n/10 (-20) )$\T1/lmr/m/n/10 (-20) .
[]
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[][]\T1/lmr/bx/n/10 (-20) Definice 5.75. []\T1/lmr/m/n/10 (-20) M?jme v?-ce-roz
-m?r-nou n?-hod-nou ve-li-?inu $\OML/lmm/b/it/10 X \OT1/lmr/m/n/10 (-20) = (\OM
L/lmm/m/it/10 X[]; [] ; X[]\OT1/lmr/m/n/10 (-20) )$\T1/lmr/m/n/10 (-20) , kde $
\OT1/lmr/m/n/10 (-20) (\OMS/lmsy/m/n/10 8\OML/lmm/m/it/10 j \OMS/lmsy/m/n/10 2
[]\OT1/lmr/m/n/10 (-20) )(\OML/lmm/m/it/10 X[] \OMS/lmsy/m/n/10 2 L[]\OT1/lmr/
m/n/10 (-20) )$\T1/lmr/m/n/10 (-20) .
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\OML/lmm/m/it/10 m[]\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 t\OT1/lmr/m/n/10 ) = [] [
] = [][] [](\OML/lmm/m/it/10 ty\OT1/lmr/m/n/10 ) [] d\OML/lmm/m/it/10 y \OT1/l
mr/m/n/10 = [] [][] [] [] d\OML/lmm/m/it/10 y \OT1/lmr/m/n/10 = [](\OML/lmm/m/
it/10 t[]=\OT1/lmr/m/n/10 2)\OML/lmm/m/it/10 :
[]
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\OML/lmm/m/it/10 '[]\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 t\OT1/lmr/m/n/10 ) = [] \
OML/lmm/m/it/10 '[]\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 t\OT1/lmr/m/n/10 ) [] [] [
] [] = [][]i\OML/lmm/m/it/10 t [] \OMS/lmsy/m/n/10 ^^@[] [][] \OT1/lmr/m/n/10 =
[] [] \OML/lmm/m/it/10 :
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[67] [68]) (./konvergence.tex [69]
Kapitola 7.
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[][][][][]$\T1/lmtt/m/n/8 https : / / stats . stackexchange . com / questions /
2230 / convergence -[] in -[] probability -[] vs -[] almost -[] sure -[]
[]
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\OML/lmm/m/it/10 F[]\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 y\OT1/lmr/m/n/10 ) = \OML
/lmm/m/it/10 ^^U[]\OMS/lmsy/m/n/10 f\OML/lmm/m/it/10 t \OMS/lmsy/m/n/10 2 \OT1/
lmr/m/n/10 [0\OML/lmm/m/it/10 ; \OT1/lmr/m/n/10 1] \OMS/lmsy/m/n/10 j \OML/lmm/
m/it/10 Y\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 t\OT1/lmr/m/n/10 ) \OMS/lmsy/m/n/10
^^T \OML/lmm/m/it/10 y\OMS/lmsy/m/n/10 g[] \OT1/lmr/m/n/10 = \OML/lmm/m/it/10 ^
^U[]\OMS/lmsy/m/n/10 f\OML/lmm/m/it/10 t \OMS/lmsy/m/n/10 2 \OT1/lmr/m/n/10 [0\
OML/lmm/m/it/10 ; \OT1/lmr/m/n/10 1] \OMS/lmsy/m/n/10 j \OML/lmm/m/it/10 F[]\OT
1/lmr/m/n/10 (\OML/lmm/m/it/10 t\OT1/lmr/m/n/10 ) \OMS/lmsy/m/n/10 ^^T \OML/lmm
/m/it/10 y\OMS/lmsy/m/n/10 g[] \OT1/lmr/m/n/10 = \OML/lmm/m/it/10 ^^U[]\OMS/lms
y/m/n/10 f\OML/lmm/m/it/10 t \OMS/lmsy/m/n/10 2 \OT1/lmr/m/n/10 [0\OML/lmm/m/it
/10 ; \OT1/lmr/m/n/10 1] \OMS/lmsy/m/n/10 j \OML/lmm/m/it/10 t \OMS/lmsy/m/n/10
^^T \OML/lmm/m/it/10 F[]\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 y\OT1/lmr/m/n/10 )\O
MS/lmsy/m/n/10 g[] \OT1/lmr/m/n/10 = \OML/lmm/m/it/10 F[]\OT1/lmr/m/n/10 (\OML/
lmm/m/it/10 y\OT1/lmr/m/n/10 )\OML/lmm/m/it/10 ;
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\T1/lmr/m/n/10 (-20) co? jsme mohli ??ci d?ky v?t? [][]7.33[][]. P?ed-po-klady
per-tu-r-ba?n? v?ty jsou spl-n?ny, tak?e $\OT1/lmr/m/n/10 (-20) (\OML/lmm/m/it/
10 X[]; Y[]\OT1/lmr/m/n/10 (-20) ) [] (\OML/lmm/m/it/10 X; c\OT1/lmr/m/n/10 (-
20) )$\T1/lmr/m/n/10 (-20) .
[]
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\T1/lmr/m/n/10 (+20) kde $\OML/lmm/m/it/10 Z$ \T1/lmr/m/n/10 (+20) je n?-hodn?
ve-li-?ina s nor-m?l-n?m roz-d?-le-n?m $\OMS/lmsy/m/n/10 N\OT1/lmr/m/n/10 (+20)
(0\OML/lmm/m/it/10 ; \OT1/lmr/m/n/10 (+20) 1)$\T1/lmr/m/n/10 (+20) . Tuto sku-
te?-nost zna-??me
[]
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\OML/lmm/m/it/10 L[] < [] [] [][] \OMS/lmsy/m/n/10 j\OML/lmm/m/it/10 t \OMS/lms
y/m/n/10 ^^@ \OML/lmm/m/it/10 ^^V[]\OMS/lmsy/m/n/10 j[] \OML/lmm/m/it/10 "[] s[
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"[] s[] [] [][] \OMS/lmsy/m/n/10 j\OML/lmm/m/it/10 t \OMS/lmsy/m/n/10 ^^@ \OML
/lmm/m/it/10 ^^V[]\OMS/lmsy/m/n/10 j[] \OT1/lmr/m/n/10 d\OML/lmm/m/it/10 P[] \O
T1/lmr/m/n/10 = \OML/lmm/m/it/10 "[][] [] [] \OMS/lmsy/m/n/10 j\OML/lmm/m/it/10
X[] \OMS/lmsy/m/n/10 ^^@ \OML/lmm/m/it/10 ^^V[]\OMS/lmsy/m/n/10 j[] [] \OT1/lm
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[]
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[]\T1/lmr/m/n/10 (-20) Z de-fi-nice je $\OML/lmm/m/it/10 '[]\OT1/lmr/m/n/10 (-2
0) (\OML/lmm/b/it/10 t\OT1/lmr/m/n/10 (-20) ) = [](e[])$\T1/lmr/m/n/10 (-20) .
Po-kud v?ak $\OML/lmm/b/it/10 X \OMS/lmsy/m/n/10 ^^X N[]$\T1/lmr/m/n/10 (-20) ,
po-tom $\OML/lmm/b/it/10 t[] \OMS/lmsy/m/n/10 ^^A \OML/lmm/b/it/10 X [] \OML/l
mm/m/it/10 Y \OMS/lmsy/m/n/10 ^^X N[]\OT1/lmr/m/n/10 (-20) (\OML/lmm/b/it/10 t[
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T1/lmr/m/n/10 (-20) )$\T1/lmr/m/n/10 (-20) .
[]
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OMS/lmsy/m/n/10 ^^@[] [] \OML/lmm/m/it/10 z[]z[][] \OT1/lmr/m/n/10 = [] [][]\OM
S/lmsy/m/n/10 ^^@[]\OML/lmm/b/it/10 z[] \OMS/lmsy/m/n/10 ^^A \OML/lmm/b/it/10 z
[]\OML/lmm/m/it/10 :
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\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 P[] \OMS/lmsy/m/n/10
\OML/lmm/m/it/10 P[]\OT1/lmr/m/n/10 )(\OML/lmm/m/it/10 C\OT1/lmr/m/n/10 ) = (\
OML/lmm/m/it/10 P[] \OMS/lmsy/m/n/10
\OML/lmm/m/it/10 P[]\OT1/lmr/m/n/10 )(\OML/lmm/m/it/10 A[] \OMS/lmsy/m/n/10 ^^
B \OML/lmm/m/it/10 A[]\OT1/lmr/m/n/10 ) = [][] \OML/lmm/m/it/10 P[]\OT1/lmr/m/n
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d\OML/lmm/m/it/10 P[] \OT1/lmr/m/n/10 = [][] \OML/lmm/m/it/10 P[]\OT1/lmr/m/n/1
0 (\OML/lmm/m/it/10 A[]\OT1/lmr/m/n/10 ) d\OML/lmm/m/it/10 P[] \OT1/lmr/m/n/10
= \OML/lmm/m/it/10 P[]\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 A[]\OT1/lmr/m/n/10 ) []
[] 1 d\OML/lmm/m/it/10 P[] \OT1/lmr/m/n/10 = \OML/lmm/m/it/10 P[]\OT1/lmr/m/n/1
0 (\OML/lmm/m/it/10 A[]\OT1/lmr/m/n/10 )\OML/lmm/m/it/10 P[]\OT1/lmr/m/n/10 (\O
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[]\T1/lmr/bx/n/10 (-20) V?ta 5.46 \T1/lmr/m/n/10 (-20) (To-nel-li-ho---Fu-bi-ni
ho[][][][][])\T1/lmr/bx/n/10 (-20) . []\T1/lmr/m/n/10 (-20) M?jme dva prav-d?-p
o-dob-nostn? pro-story $\OT1/lmr/m/n/10 (-20) (
[]\OML/lmm/m/it/10 ; \OMS/lmsy/m/n/10 A[]\OML/lmm/m/it/10 ; P[]\OT1/lmr/m/n/10
(-20) )\OML/lmm/m/it/10 ; \OT1/lmr/m/n/10 (-20) (
[]\OML/lmm/m/it/10 ; \OMS/lmsy/m/n/10 A[]\OML/lmm/m/it/10 ; P[]\OT1/lmr/m/n/10
(-20) )$
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[]\T1/lmr/bx/n/10 (-20) V?ta 5.59 \T1/lmr/m/n/10 (-20) (Cau-chy-ho--Sch-war-zov
a[][][][][] ne-rov-nost)\T1/lmr/bx/n/10 (-20) . []\T1/lmr/m/n/10 (-20) Nech? $\
OML/lmm/m/it/10 X; Y \OMS/lmsy/m/n/10 2 \OML/lmm/m/it/10 L[]$\T1/lmr/m/n/10 (-
20) . Po-tom $\OMS/lmsy/m/n/10 j []\OT1/lmr/m/n/10 (-20) (\OML/lmm/m/it/10 XY\O
T1/lmr/m/n/10 (-20) )\OMS/lmsy/m/n/10 j ^^T k\OML/lmm/m/it/10 X\OMS/lmsy/m/n/10
k[]k\OML/lmm/m/it/10 Y\OMS/lmsy/m/n/10 k[]$
[]
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[]\T1/lmr/m/n/10 (+20) Pro v?-po-?ty se hod? da-nou ve-li-?inu $\OML/lmm/m/it/1
0 X$ \T1/lmr/m/n/10 (+20) tzv. \T1/lmr/m/it/10 (+20) stan-dar-di-zo-vat \T1/lmr
/m/n/10 (+20) trans-for-mac? do tvaru
[]
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[][]\T1/lmr/bx/n/10 (-20) Definice 5.73. []\T1/lmr/m/n/10 (-20) M?jme v?-ce-roz
-m?r-nou n?-hod-nou ve-li-?inu $\OML/lmm/b/it/10 X \OT1/lmr/m/n/10 (-20) = (\OM
L/lmm/m/it/10 X[]; [] ; X[]\OT1/lmr/m/n/10 (-20) )$\T1/lmr/m/n/10 (-20) , kde $
\OT1/lmr/m/n/10 (-20) (\OMS/lmsy/m/n/10 8\OML/lmm/m/it/10 j \OMS/lmsy/m/n/10 2
[]\OT1/lmr/m/n/10 (-20) )(\OML/lmm/m/it/10 X[] \OMS/lmsy/m/n/10 2 L[]\OT1/lmr/
m/n/10 (-20) )$\T1/lmr/m/n/10 (-20) .
[]
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[][]\T1/lmr/bx/n/10 (-20) Definice 5.75. []\T1/lmr/m/n/10 (-20) M?jme v?-ce-roz
-m?r-nou n?-hod-nou ve-li-?inu $\OML/lmm/b/it/10 X \OT1/lmr/m/n/10 (-20) = (\OM
L/lmm/m/it/10 X[]; [] ; X[]\OT1/lmr/m/n/10 (-20) )$\T1/lmr/m/n/10 (-20) , kde $
\OT1/lmr/m/n/10 (-20) (\OMS/lmsy/m/n/10 8\OML/lmm/m/it/10 j \OMS/lmsy/m/n/10 2
[]\OT1/lmr/m/n/10 (-20) )(\OML/lmm/m/it/10 X[] \OMS/lmsy/m/n/10 2 L[]\OT1/lmr/
m/n/10 (-20) )$\T1/lmr/m/n/10 (-20) .
[]
[60]
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\OML/lmm/m/it/10 m[]\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 t\OT1/lmr/m/n/10 ) = [] [
] = [][] [](\OML/lmm/m/it/10 ty\OT1/lmr/m/n/10 ) [] d\OML/lmm/m/it/10 y \OT1/l
mr/m/n/10 = [] [][] [] [] d\OML/lmm/m/it/10 y \OT1/lmr/m/n/10 = [](\OML/lmm/m/
it/10 t[]=\OT1/lmr/m/n/10 2)\OML/lmm/m/it/10 :
[]
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[][][][][]$\T1/lmtt/m/n/8 https : / / stats . stackexchange . com / questions /
2230 / convergence -[] in -[] probability -[] vs -[] almost -[] sure -[]
[]
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[]
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[]
<Fig7-graf-gn.png, id=1070, 526.96875pt x 395.22656pt>
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\OML/lmm/m/it/10 F[]\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 y\OT1/lmr/m/n/10 ) = \OML
/lmm/m/it/10 ^^U[]\OMS/lmsy/m/n/10 f\OML/lmm/m/it/10 t \OMS/lmsy/m/n/10 2 \OT1/
lmr/m/n/10 [0\OML/lmm/m/it/10 ; \OT1/lmr/m/n/10 1] \OMS/lmsy/m/n/10 j \OML/lmm/
m/it/10 Y\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 t\OT1/lmr/m/n/10 ) \OMS/lmsy/m/n/10
^^T \OML/lmm/m/it/10 y\OMS/lmsy/m/n/10 g[] \OT1/lmr/m/n/10 = \OML/lmm/m/it/10 ^
^U[]\OMS/lmsy/m/n/10 f\OML/lmm/m/it/10 t \OMS/lmsy/m/n/10 2 \OT1/lmr/m/n/10 [0\
OML/lmm/m/it/10 ; \OT1/lmr/m/n/10 1] \OMS/lmsy/m/n/10 j \OML/lmm/m/it/10 F[]\OT
1/lmr/m/n/10 (\OML/lmm/m/it/10 t\OT1/lmr/m/n/10 ) \OMS/lmsy/m/n/10 ^^T \OML/lmm
/m/it/10 y\OMS/lmsy/m/n/10 g[] \OT1/lmr/m/n/10 = \OML/lmm/m/it/10 ^^U[]\OMS/lms
y/m/n/10 f\OML/lmm/m/it/10 t \OMS/lmsy/m/n/10 2 \OT1/lmr/m/n/10 [0\OML/lmm/m/it
/10 ; \OT1/lmr/m/n/10 1] \OMS/lmsy/m/n/10 j \OML/lmm/m/it/10 t \OMS/lmsy/m/n/10
^^T \OML/lmm/m/it/10 F[]\OT1/lmr/m/n/10 (\OML/lmm/m/it/10 y\OT1/lmr/m/n/10 )\O
MS/lmsy/m/n/10 g[] \OT1/lmr/m/n/10 = \OML/lmm/m/it/10 F[]\OT1/lmr/m/n/10 (\OML/
lmm/m/it/10 y\OT1/lmr/m/n/10 )\OML/lmm/m/it/10 ;
[]
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[]
[]
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\T1/lmr/m/n/10 (-20) co? jsme mohli ??ci d?ky v?t? []. P?ed-po-klady per-tu-r-b
a?n? v?ty jsou spl-n?ny, tak?e $\OT1/lmr/m/n/10 (-20) (\OML/lmm/m/it/10 X[]; Y[
]\OT1/lmr/m/n/10 (-20) ) [] (\OML/lmm/m/it/10 X; c\OT1/lmr/m/n/10 (-20) )$\T1/
lmr/m/n/10 (-20) .
[]
[85]
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\T1/lmr/m/n/10 (+20) kde $\OML/lmm/m/it/10 Z$ \T1/lmr/m/n/10 (+20) je n?-hodn?
ve-li-?ina s nor-m?l-n?m roz-d?-le-n?m $\OMS/lmsy/m/n/10 N\OT1/lmr/m/n/10 (+20)
(0\OML/lmm/m/it/10 ; \OT1/lmr/m/n/10 (+20) 1)$\T1/lmr/m/n/10 (+20) . Tuto sku-
te?-nost zna-??me
[]
[87]
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\OML/lmm/m/it/10 L[] < [] [] [][] \OMS/lmsy/m/n/10 j\OML/lmm/m/it/10 t \OMS/lms
y/m/n/10 ^^@ \OML/lmm/m/it/10 ^^V[]\OMS/lmsy/m/n/10 j[] \OML/lmm/m/it/10 "[] s[
] \OT1/lmr/m/n/10 d\OML/lmm/m/it/10 P[] \OMS/lmsy/m/n/10 ^^T []\OML/lmm/m/it/10
"[] s[] [] [][] \OMS/lmsy/m/n/10 j\OML/lmm/m/it/10 t \OMS/lmsy/m/n/10 ^^@ \OML
/lmm/m/it/10 ^^V[]\OMS/lmsy/m/n/10 j[] \OT1/lmr/m/n/10 d\OML/lmm/m/it/10 P[] \O
T1/lmr/m/n/10 = \OML/lmm/m/it/10 "[][] [] [] \OMS/lmsy/m/n/10 j\OML/lmm/m/it/10
X[] \OMS/lmsy/m/n/10 ^^@ \OML/lmm/m/it/10 ^^V[]\OMS/lmsy/m/n/10 j[] [] \OT1/lm
r/m/n/10 0\OML/lmm/m/it/10 :
[]
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}) has been already used, duplicate ignored
<argument> ...shipout:D \box_use:N \l_shipout_box
\__shipout_drop_firstpage_...
l.981 \begin{veta}
[Pólyova\footnote{György Pólya (1887--1985).}]]
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[]\T1/lmr/m/n/10 (-20) Z de-fi-nice je $\OML/lmm/m/it/10 '[]\OT1/lmr/m/n/10 (-2
0) (\OML/lmm/b/it/10 t\OT1/lmr/m/n/10 (-20) ) = [](e[])$\T1/lmr/m/n/10 (-20) .
Po-kud v?ak $\OML/lmm/b/it/10 X \OMS/lmsy/m/n/10 ^^X N[]$\T1/lmr/m/n/10 (-20) ,
po-tom $\OML/lmm/b/it/10 t[] \OMS/lmsy/m/n/10 ^^A \OML/lmm/b/it/10 X [] \OML/l
mm/m/it/10 Y \OMS/lmsy/m/n/10 ^^X N[]\OT1/lmr/m/n/10 (-20) (\OML/lmm/b/it/10 t[
]^^V\OML/lmm/m/it/10 ; \OML/lmm/b/it/10 t[]\U/msb/m/n/10 C\OML/lmm/b/it/10 t\O
T1/lmr/m/n/10 (-20) )$\T1/lmr/m/n/10 (-20) .
[]
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LaTeX2e <2023-11-01> patch level 1
L3 programming layer <2024-02-20>
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