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1
Shintani's Theorem
Daniel Bump
ible
irredu
onjuga
whi
ters
indu
theorem
tions
onjugate
entralizer
exists
restri
shintani
galois
generalized
lemma
prove
representations
subgroup
suppose
invariant
linear
nonzero
oset
produ
assume
hti
otherwise
ally
denote
element
equal
implies
lasses
norm
onjugation
onstant
proposition
supported
unity
zero
conjuga
distin
g2kt
generated
ijk
noting
ommutes
omplex
ordinary
年:
2004
语言:
english
文件:
PDF, 148 KB
您的标签:
0
/
0
english, 2004
2
The Lang Map [expository notes]
Daniel Bump
theorem
algebrai
polynomial
map
whi
onjugate
ideal
ally
eld
maximal
entralizer
invertible
ipal
matn
oeæ
rational
zariski
anoni
element
independent
matrix
nonzero
surje
alled
groups
ients
nite
polynomials
tive
advan
exists
homomorphism
prove
sets
subgroup
tions
assume
degree
enden
frobenius
invariants
matri
onsists
ontains
partial
rotman
topology
wgw
zero
ause
年:
2004
语言:
english
文件:
PDF, 119 KB
您的标签:
0
/
0
english, 2004
3
Construction of Cuspidal Representations
Daniel Bump
irredu
ible
representations
onjuga
uspidal
lasses
indu
whi
theorem
ters
produ
proposition
distin
polynomial
restri
semisimple
equal
forms
fqn
partition
subgroup
suæ
trivial
degree
eigenvalues
monatomi
sequen
ted
cusp
dimensional
fdi
frobenius
jgj
map
omposition
onstru
ontains
philosophy
polynomials
unipotent
determined
divisor
element
exists
fxi
ient
ipro
kernel
matri
norm
年:
2004
语言:
english
文件:
PDF, 205 KB
您的标签:
0
/
0
english, 2004
4
Twisted Conjugacy
Daniel Bump
onjuga
lasses
fqm
invariant
map
irredu
representations
ible
theorem
equals
onjugate
tions
element
equal
jgj
ause
automorphism
canoni
frobenius
gjxg
jcg
lear
nite
norm
onjugates
ount
permutation
rational
shintani
whi
abelian
alled
applying
assertion
conjuga
degree
depend
endomorphism
entral
entralizer
equation
equivalent
erent
galois
gjg
gxg
idempotents
implies
indu
interested
年:
2004
语言:
english
文件:
PDF, 70 KB
您的标签:
0
/
0
english, 2004
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