Calogero–Moser systems and representation theory

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	FrontmatterDownload pp. i–v
	ContentsDownload pp. vii–ix
	IntroductionDownload pp. 1–3
1	Poisson manifolds and Hamiltonian reductionpp. 5–10
2	Classical mechanics and integrable systemspp. 11–19
3	Deformation theorypp. 21–27
4	Quantum moment maps, quantum Hamiltonian reduction, and the Levasseur–Stafford theorempp. 29–37
5	Quantum mechanics, quantum integrable systems, and quantization of the Calogero–Moser systempp. 39–45
6	Calogero–Moser systems associated to finite Coxeter groupspp. 47–52
7	The rational Cherednik algebrapp. 53–57
8	Symplectic reflection algebraspp. 59–63
9	Deformation-theoretic interpretation of symplectic reflection algebraspp. 65–67
10	The center of the symplectic reflection algebrapp. 69–78
11	Representation theory of rational Cherednik algebraspp. 79–86
	Bibliographypp. 87–89
	Indexpp. 91–92