Course Info

Instructor:	Prof. Pavel Etingof
Course Number:	18.735
Departments:	Mathematics
As Taught In:	Fall 2009
Level:	Graduate

Topics

Mathematics

Algebra and Number Theory

Linear Algebra

Topology and Geometry

Learning Resource Types

Lecture Notes

Resources

Lecture Notes

1. Introduction

10. Quantization of Claogero-Moser spaces

2. Classical and quantum Olshanetsky-Perelomov systems for ﬁnite Coxeter groups

3. The rational Cherednik algebra

4. The Macdonald-Mehta integral

5. Parabolic induction and restriction functors for rational Cherednik algebras

6. The Knizhnik-Zamolodchikov functor

7. Rational Cherednik algebras and Hecke algebras for varieties with group actions

8. Symplectic reﬂection algebras

9. Calogero-Moser Spaces

Course Info

Instructor:	Prof. Pavel Etingof
Course Number:	18.735
Departments:	Mathematics
As Taught In:	Fall 2009
Level:	Graduate

Topics

Mathematics

Algebra and Number Theory

Linear Algebra

Topology and Geometry

Learning Resource Types

Lecture Notes