اعانه 15 سپتمبر 2024 – 1 اکتبر2024
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1
The Theory of Eisenstein System
Academic Press, Elsevier
M. Scott Osborne and Garth Warner (Eds.)
lemma
subgroup
eisenstein
function
theorem
split
parabolic
finite
suppose
proposition
element
pi0
rank
lattice
compact
functions
exists
fix
systems
subgroups
holomorphic
cuspidal
wji
continuous
forms
component
subset
decomposition
langlands
preceding
remark
notation
percuspidal
contained
admissible
assumption
defined
implies
subspace
geom
map
linear
equal
hyperplane
trace
assume
reductive
positive
orthogonal
wio
کال:
1981
ژبه:
english
فایل:
PDF, 5.93 MB
ستاسی تیګی:
0
/
0
english, 1981
2
The theory of Eisenstein systems
Academic Press
Author Unknown
lemma
subgroup
eisenstein
function
theorem
split
parabolic
finite
suppose
proposition
element
pi0
rank
lattice
compact
functions
systems
exists
fix
subgroups
holomorphic
cuspidal
wji
continuous
forms
decomposition
component
subset
langlands
remark
notation
preceding
percuspidal
contained
admissible
assumption
defined
implies
subspace
geom
map
linear
equal
hyperplane
reductive
trace
assume
positive
orthogonal
wio
کال:
1981
ژبه:
english
فایل:
PDF, 11.40 MB
ستاسی تیګی:
0
/
0
english, 1981
3
On the Functional Equations Satisfied by Eisenstein Series
Springer-Verlag Berlin Heidelberg
Robert P. Langlands (auth.)
belongs
lemma
function
suppose
functions
exp
subgroup
cuspidal
zero
equal
defined
subspace
element
positive
compact
component
linear
eisenstein
rank
choose
split
analytic
finite
belong
contains
contained
orthogonal
roots
consequently
lies
equals
subgroups
admissible
invariant
percuspidal
product
projection
subset
bounded
assertion
belonging
moreover
siegel
closure
identically
complement
prove
corollary
hyperplane
rnn
کال:
1976
ژبه:
english
فایل:
DJVU, 1.90 MB
ستاسی تیګی:
0
/
0
english, 1976
4
On the Functional Equations Satisfied by Eisenstein Series
Springer
Robert P. Langlands
belongs
lemma
function
suppose
functions
subgroup
exp
cuspidal
zero
equal
defined
subspace
element
positive
component
compact
linear
eisenstein
choose
rank
split
analytic
finite
contained
contains
orthogonal
roots
consequently
subgroups
admissible
belong
equals
invariant
lies
projection
belonging
product
subset
bounded
siegel
moreover
assertion
percuspidal
identically
complement
closure
corollary
prove
hyperplane
equations
کال:
1976
ژبه:
english
فایل:
DJVU, 1.37 MB
ستاسی تیګی:
0
/
0
english, 1976
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