Lie Groups Seminar
Lie Groups Seminar
List of Talks given in 1995-96
| Fri., September 8 | Luis O�Shea, Cornell University A brief introduction to symplectic geometry |
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| Fri., September 15 | Reyer Sjamaar, Cornell University Symplectic surgery and quantization |
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| Fri., September 22 | Reyer Sjamaar, Cornell University Symplectic surgery and quantization, continued |
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| Fri., September 29 | Reyer Sjamaar, Cornell University Symplectic surgery and quantization, continued |
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| Fri., October 13 | F�sun Akman, Cornell University Higher order differential operators on nonassociative algebras and generalizations of Batalin-Vilkovisky algebras |
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| Fri., October 20 | Shayan Sen, Cornell University The irreducible unitary representations of SL(2,C) and SL(2,R) |
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| Fri., October 27 | Shayan Sen, Cornell University Classifying the irreducible unitary representations of SL(2,R) |
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| Fri., November 3 | Shayan Sen, Cornell University Representations of SL(2,R), part III |
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| Fri., November 10 | Wicharn Lewkeeratiyutkul, Cornell University Hilbert-Schmidt, trace class operators and traces of representations |
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| Fri., November 17 | Shu-Yen Pan, Cornell University Structure theory for noncompact Lie groups |
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| Fri., December 1 | Eckhard Meinrenken, MIT Geometric quantization and the Guillemin-Sternberg conjecture |
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| Fri., December 8 | William Graham, University of Chicago Logarithmic convexity of push-forward measures |
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| Fri., February 2 | Ana Canas da Silva, MIT Presymplectic quantization and circle actions |
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| Fri., February 23 | Mladen Bozicevic, Cornell visitor Weyl group actions on the homology classes of conormal varieties |
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| Fri., March 1 | Samuel Evens, Cornell visitor Characteristic cycles on nilpotent orbits |
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| Fri., March 15 | Shu-Yen Pan, Cornell University Orbit correspondence for (Sp(2n; C), O(m; C)) |
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| Fri., April 19 | Sam Evens, Cornell visitor On the modular class for a Lie algebroid |
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| Mon., May 6 | H-W. Wong, Rutgers University The maximal globalization conjecture |
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| Mon., May 6 | M. Grinberg, Harvard University A generalization of Springer theory using nearby cycles |