A combinatorial generalization of the Springer correspondence for classical type

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Author	K.J. Slooten
Title	A combinatorial generalization of the Springer correspondence for classical type
Promotor	E.M. Opdam
Date	29-09-2003
Year	2003
ISBN	90-5776-111-4
Faculty	Faculty of Science
Institute/dept.	FNWI: Korteweg-de Vries Institute for Mathematics (KdVI)
Classification	-
Language	English
Document type	Dissertation
Download papers	Thesis Cover Titlepage Contents Preface CHAPTER 1 The graded and the affine Hecke algebra CHAPTER 2 The classical Springer correspondence CHAPTER 3 Confluence of residual points in type Bn CHAPTER 4 Springer correspondence for the Hecke algebra CHAPTER 5 "Unipotent classes" for special parameters CHAPTER 6 Ho-decomposition of tempered representations CHAPTER 7 Elliptic representation theory CHAPTER 8 Examples CHAPTER 9 Remarks Bibliography Samenvatting Dankwoord Curriculum vitae Cover
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