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Cherednik algebras and Calogero-Moser cells

Cherednik algebras and Calogero-Moser cells

Cédric Bonnafé, Raphael Rouquier
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种类:
Mathematics - Algebra
年:
2016
出版:
version 26 Oct 2016
语言:
english
页:
63
系列:
expository notes
文件:
PDF, 362 KB
IPFS:
CID , CID Blake2b
english, 2016
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关键词

 
module
isomorphism
algebras
denote
modules
lemma
morphism
proposition
theorem
graded
groups
αs
induces
map
degree
generated
multiplication
automorphism
corollary
deduce
filtered
finite
assume
cherednik
ideal
injective
dimz
element
linear
coxeter
reflection
commutative
grading
morita
define
σhe
decomposition
ξ0
canonical
defined
finitely
onnafé
filtration
shows
stable
vector
σh
τa
denoted
homogeneous
idv
induced
polynomial
provides
surjective
symmetrizing
unique
zero
calogero
exists