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Physical & Biological Sciences Division
Mathematics Department
Professor
Faculty
Regular Faculty
Mathematics
McHenry Library
McHenry Building Room #4182
Mathematics Department
Ph.D Harvard University, 2003.
Number theory, Representation theory, Algebraic groups.
Marty Weissman's research involves the interaction between representation theory, geometry, and number theory. Specifically, he works on automorphic forms and representations, and what is generally known as the Langlands program. Within the Langlands program, he is interested in modular forms on exceptional and metaplectic groups, representations of p-adic groups, and L-functions.
I enjoy teaching a broad swath of courses, including number theory, abstract algebra, proof-writing, "big science", quantitative literacy, and the history of mathematics.
- M. Weissman: L-groups and parameters for covering groups, Asterisque (2018)
- M. Weissman: An Illustrated Theory of Numbers, AMS (2017)
- G. Savin and M. Weissman: Dichotomy for generic supercuspidal representations of G2, Compositio Math. 147 (2011).
- M. Weissman: D4 Modular Forms, Amer. J. of Math 128 (2006), 849-898.
- M. Weissman: The Fourier Jacobi Map and Small Representations, Represent. Theory 7 (2003), 275-299.
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