|
affine weyl group |
2 |
|
0-hecke algebra |
1 |
|
0-hecke algebras |
1 |
|
11g18 |
1 |
|
14g17 (primary) |
1 |
|
14g35 |
1 |
|
14m15 |
1 |
|
2010 mathematics subject classification: |
1 |
|
2020 mathematics subject classification 11g25 20g25 |
1 |
|
20g25 |
1 |
|
20g40 (secondary) |
1 |
|
affine coxeter groups |
1 |
|
affine deligne |
1 |
|
affine deligne-lusztig varieties |
1 |
|
affine deligne–lusztig varieties |
1 |
|
affine hecke algebra |
1 |
|
affine hecke algebras |
1 |
|
affine schubert variety |
1 |
|
affine weyl groups |
1 |
|
affne deligne-lusztig varieties |
1 |
|
algebraic groups |
1 |
|
basic loci |
1 |
|
bruhat atlas |
1 |
|
character sheaf |
1 |
|
character sheaves |
1 |
|
closures of g-stable pieces |
1 |
|
cocenter |
1 |
|
cocenters |
1 |
|
complete symmetric varieties |
1 |
|
conjugacy classes |
1 |
|
coxeter element |
1 |
|
coxeter group |
1 |
|
coxeter groups |
1 |
|
demazure product |
1 |
|
density theorem |
1 |
|
dirac index |
1 |
|
drinfeld space |
1 |
|
elliptic conjugacy classes |
1 |
|
elliptic pairings |
1 |
|
equivariant embeddings of reductive algebraic groups |
1 |
|
equivariant embeddings of reductive groups |
1 |
|
f-regularity |
1 |
|
finite coxeter groups |
1 |
|
flag manifolds |
1 |
|
flag variety |
1 |
|
frobenius morphism |
1 |
|
frobenius splitting |
1 |
|
group compactification |
1 |
|
group compactifications |
1 |
|
hecke algebra |
1 |
|
hecke algebras |
1 |
|
kac–moody groups |
1 |
|
lagrangian subvariety |
1 |
|
local models |
1 |
|
lubin-tate space |
1 |
|
lusztig varieties |
1 |
|
minimal length element |
1 |
|
minimal length elements |
1 |
|
moment map |
1 |
|
newton decomposition |
1 |
|
orbit closures |
1 |
|
p-adic groups |
1 |
|
parabolic subalgebras |
1 |
|
partial flag varieties |
1 |
|
partial orders |
1 |
|
perverse sheaf |
1 |
|
projected richardson varieties |
1 |
|
projected richardson variety |
1 |
|
quantum bruhat graph |
1 |
|
rapoport-zink spaces |
1 |
|
reduction of shimura varieties |
1 |
|
reductive group |
1 |
|
reductive groups |
1 |
|
schubert calculus |
1 |
|
schubert varieties |
1 |
|
semisimple conjugacy classes |
1 |
|
shimura varieties |
1 |
|
singular support |
1 |
|
springer representations |
1 |
|
steinberg fibers |
1 |
|
tits group |
1 |
|
tits groups |
1 |
|
total positivity |
1 |
|
trace paley-wiener theorem |
1 |
|
unipotent varieties |
1 |
|
weyl groups |
1 |
|
μ-ordinary loci |
1 |
|
σ-conjugacy classes |
1 |
