We found a match
Your institution may have access to this item. Find your institution then sign in to continue.
- Title
HARISH-CHANDRA BIMODULES FOR QUANTIZED SLODOWY SLICES.
- Abstract
The article discusses the slodowy slice which is an essentially nice slice to a given nilpotent conjugacy class in a semisimple Lie algebra. It presents a comparison of noncommutative quantizations of the Poisson algebra of polynomial functions on the Slodowy slice which is proposed by mathematician A. Premet and theory of biomodules as proposed by Harish Chandra. It mentions that the representation theory of associative algebra (Ac) is almost similar to that of the Lie algebra.
- Subjects
LIE algebras; POISSON algebras; POLYNOMIALS; HARISH-Chandra, 1923-1983; ASSOCIATIVE algebras; MODULES (Algebra)
- Publication
Representation Theory, 2009, Vol 13, p236
- ISSN
1088-4165
- Publication type
Article
- DOI
10.1090/S1088-4165-09-00355-0