Algebra and Representation Theory Seminar
The Algebra and Representation Theory Seminar (ARTS) normally meets in PHSC 1105 on Fridays at 3:30pm. For more information about the seminar, contact Kimball Martin.
Fall 2018
DATE SPEAKER TITLE
August 24
3:30 PM
PHSC 1105
Brave Volunteers
5 minute talks
August 31
3:30 PM
PHSC 1105
Jonathan Kujawa
University of Oklahoma
Modified Traces
September 7
3:30 PM
PHSC 1105
Ralf Schmidt
University of Oklahoma
Paramodular forms of level 16
September 28
3:30 PM
PHSC 1105
David Vogan
Massachusetts Institute of Technology
The size of infinite-dimensional representations
October 12
3:30 PM
PHSC 1105
Anne-Marie Aubert
Directrice de Recherches au CNRS, Institut de Mathématiques de Jussieu, Paris, France
Fluctuations of the depth under the local Langlands correspondence
October 19
3:30 PM
PHSC 1105
Edward Richmond
Oklahoma State University
The Nash blow-up of a cominuscule Schubert variety
October 24
4:00 PM
PHSC 1105
Robert Muth
Washington & Jefferson College
Schurifying superalgebras
Spring 2018
DATE SPEAKER TITLE
January 19
3:30 PM
PHSC 1105
N/A
University of Oklahoma
Organizational Meeting
February 2
3:30 PM
PHSC 1105
Greg Muller
University of Oklahoma
Conic modules of toric algebras
February 9
3:30 PM
PHSC 1105
Tomasz Przebinda
University of Oklahoma
Characters of the Irreducible Unitary Highest Weight representations via Howe's correspondence and a formula of Rossmann - Duflo - Vergne
February 23
3:30 PM
PHSC 1105
Roi Docampo
University of Oklahoma
Differentials on the arc space
March 9
3:30 PM
PHSC 1105
Alexander Alldridge
UC Berkeley
A cohomological approach to the Berezin fibre integral
April 6
3:30 PM
PHSC 1105
Kimball Martin
University of Oklahoma
The basis problem
April 20
3:30 PM
PHSC 1105
Eugenia Rosu
University of Arizona
Twists of elliptic curves with CM
April 27
3:30 PM
PHSC 1105
Ameya Pitale
University of Oklahoma
Pullback of Eisenstein series
May 4
3:30 PM
PHSC 1105
Ralf Schmidt
University of Oklahoma
The symmetric group S_6 and automorphic Plancherel density for Siegel modular forms
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