MIT Lie Groups Seminar
1997 - 1998
Fall 1997
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Sept 10
Alexander Braverman
(MIT)Kazhdan-Laumon representations.
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Sept 17
George Lusztig
(MIT)Representations of Lie algebras in characteristic p.
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Oct 1
Mark Reeder
(Boston College)Wedge g, small modules, and the Springer correspondence.
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Oct 8
Monica Nevins
(MIT)The orbit method: forays in p-adic groups.
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Oct 15
Peter Trapa
(MIT)Unitary representations of U(p,q).
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Oct 22
David Vogan
(MIT)Dirac operator and unitary representations.
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Oct 29
Konni Rietsch
(MIT)Total positivity for flag varieties.
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Nov 5
David Vogan
(MIT)Dirac operator and unitary representations (continued).
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Nov 12
Bertram Kostant
(MIT)Discrete series representations and the 2^l abelian ideals in b.
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Nov 19
Bertram Kostant
(MIT)Discrete series representations and the 2^l abelian ideals in b.
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Nov 26
David Vogan
(MIT)Dirac operator and unitary representations (concluded).
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Dec 3
Ivan Cherednik
(University of North Carolina)Difference spherical functions.
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Dec 10
Robert Donley
(MIT)Intertwining operators and the discrete series.
Spring 1998
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Feb 4
Jing-Song Huang
(HKUST and MIT)Small nilpotent orbits and unitary representations.
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Feb 11
Edward Dunne
(AMS)A Penrose-type transform for odd-dimensional hyperbolic space.
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Feb 18
Alexander Braverman
(MIT)'Schwartz' functions on the basic affine space, Eisenstein series and generic Kazhdan-Lusztig polynomials.
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Feb 25
Dennis Gaitsgory
(Harvard)Geometric Eisenstein series.
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Mar 4
David Vogan
(MIT)K-types, signatures, and modules on the nilpotent cone.
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Mar 11
David Vogan
(MIT)K-types, signatures, and modules on the nilpotent cone (conclusion).
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Mar 18
Markus Hunziker
(Brandeis)Harish-Chandra systems and invariant differential operators on a reductive Lie algebra.
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Apr 1
Fiona Murnaghan
(University of Toronto)Characters of admissible representations of p-adic groups.
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Apr 8
Siddhartha Sahi
(Rutgers University)A new formula for weight multiplicities and characters.
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Apr 15
David Vogan
(MIT)Norm estimates for unitary highest weight representations (after B. Krotz).
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Apr 22
Don King
(Northeastern University)The moment mapping on spherical nilpotent orbits.
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Apr 29
Sam Evens
(University of Arizona)Poisson geometry and a theorem of Kostant.
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May 6
Zoltan Magyar
(Mathematical Institute, Hungarian Academy of Sciences)How to decide that a real Lie group is 'reductive'.
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May 13
Gregg Zuckerman
(Yale University and Harvard)Duality for induction.
Archive
Contact:
Roman Bezrukavnikov
Ju-Lee
Kim
Zhiwei Yun