Lie Groups Seminar
Lie Groups Seminar
List of Talks given in 2003-04
Friday, September 19 | Reyer Sjamaar, Cornell University Imploding the double of a Lie group |
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Friday, September 26 | Yuri Berest, Cornell University Morita equivalence of Cherednik algebras |
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Friday, October 3 | Victor Protsak, Cornell University Howe duality for enveloping algebras |
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Friday, October 17 | Megumi Harada, University of Toronto The Gel'fand-Cetlin-Molev integrable system on coadjoint orbits of U(n,\H) |
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Friday, October 24 | Ivan Penkov, University of California, Riverside Generalized Harish Chandra modules |
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Friday, October 31 | Bertram Kostant, MIT Geometric quantization and the symplectic emergence of exceptional Lie groups |
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Friday, November 7 | Thomas Nevins, University of Michigan Noncommutative deformations and Hilbert schemes of points |
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Friday, November 21 | Nicolas Guay, University of Chicago Category 0 for rational Cherednik algebras |
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Thursday, December 11 | Siddharta Sahi, Rutgers University Triple groups and double Hecke algebras |
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Friday, January 30 | Jeff Adams, University of Maryland Nonlinear covers of real groups |
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Friday, February 6 | Yuri Berest, Cornell University A_{infinity}-modules and noncommutative Hilbert schemes |
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Friday, February 13 | Mikhail Kogan, IAS Mirkovic-Vilonen cycles and cluster algebras |
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Friday, February 20 | Erez Lapid, Hebrew University Classification of generic unitary representations of classical groups over local fields |
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Friday, February 27 | Victor Protsak, Cornell University A concrete approach to primitive ideals in enveloping algebras |
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Friday, March 5 | Stephen Bullock, NIST Cartan involutions of SU(2^n) and entanglement dynamics |
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Friday, March 12 | Tara Holm, University of California at Berkeley Equivariant cohomology of the based loop group |
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Friday, March 19 | Werner M�ller, University of Bonn Weyl's law for the cuspidal spectrum of SL_n |
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Friday, April 9 | Eckhard Meinrenken, University of Toronto The small Cartan model |
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Friday, April 23 | Sam Evens, Notre Dame University Poisson structures on homogeneous spaces and compactifications |
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Friday, April 30 | Oleg Chalykh, Cornell University Ideals, strongly homotopy modules, and Calogero-Moser spaces |