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1
О максимальных цепях в решетке модульных топологий
Арнаутов В.И.
,
Филиппов К.М.
τr
τ2
τ1
топология
силу
существует
σ̃
топологии
τ̃1
доказательство
любого
τ0
б.о.н
множество
π2
τ̃2
модульной
τi
wi0
µτ
модульная
топологией
τ̃
линейное
топологическое
отображение
пространство
следовательно
теоремы
топологий
ksf
τ̂n
заметим
kπx
ωn
supp
кольцо
о.н
топологию
τn
арнаутов
множества
филиппов
докажем
допускает
предположим
ksk
обозначим
предмаксимальной
σ̃2
Year:
1998
Language:
russian
File:
PDF, 477 KB
Your tags:
0
/
0
russian, 1998
2
Archimedean Zeta Integrals for Unitary Groups (2006)(en)(18s)
Garrett P.
τ2
τ1
θz
holomorphic
scalar
ϕ
λp
rational
ṽ2
integrals
extreme
ṽ1
κp
archimedean
function
weight
zeta
garrett
hτ
γp
dimensional
invariant
functions
τ̃1
finite
irreducible
product
usual
πτ
endomorphism
positive
vector
γn
complex
compute
τ̃2
decomposition
γq
discrete
theorem
unitary
τe
hermitian
replacing
ωs
annihilated
chandra
choice
harish
triangular
Language:
english
File:
PDF, 179 KB
Your tags:
0
/
0
english
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