Fundraising September 15, 2024 – October 1, 2024
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1
Введение в теорию групп. Задачи и теоремы. Часть 2: Учебное пособие
Казанский государственный университет им. В.И. Ульянова-Ленина
Тронин С.Н.
gruppy
pustx
dlq
esli
gruppa
dokazatx
qwlqetsq
sledu
movno
otobravenie
togo
togda
tsq
wse
wseh
lementow
wra
mnovestwo
gomomorfizm
obrazom
dejstwie
eniq
grupp
obozna
predstawleniq
sootno
rassmotrim
polu
odnomernye
estx
teorema
enie
erez
linejnoe
slu
imeet
lementami
sleduet
podgruppa
kotorye
islitx
dejstwiq
dokazatelxstwo
lementy
razli
sootwetstwu
tolxko
enij
eniqm
jgj
Year:
2007
Language:
russian
File:
PDF, 475 KB
Your tags:
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/
0
russian, 2007
2
Введение в теорию групп. Задачи и теоремы. Часть 1: Учебное пособие
Казанский государственный университет им. В.И. Ульянова-Ленина
Тронин С.Н.
gruppy
esli
dlq
najti
dokazatx
pustx
mnovestwo
gruppa
lementow
togda
qwlqetsq
wseh
grupp
klassy
sledu
lementa
estx
lement
obozna
tsq
podgruppa
otobravenie
gomomorfizm
lementy
porqdok
movno
nazywaetsq
rassmotrim
tolxko
gln
soprqvennyh
smevnye
mnovestwa
sootno
togo
budet
obrazom
sleduet
klassow
lementami
qwnom
slu
enie
kotorye
podgruppy
centr
wse
gomomorfizma
matric
polu
Year:
2006
Language:
russian
File:
PDF, 450 KB
Your tags:
0
/
0
russian, 2006
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