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Automorphic Forms and L-functions

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  • Kathrin Bringmann ... [ bringman@math.umn.edu ]
    Assistant Professor, Ph.D. 2004 University of Heidelberg
    number theory and combinatorics involving elliptic and Siegel modular forms, Maass forms, partitions, and mock theta functions.

  • Adrian Diaconu ... [ cad@math.umn.edu ]
    Assistant Professor, Ph.D. 1999 Brown University
    number theory, automorphic forms

  • Paul Garrett ... [ garrett@math.umn.edu ]
    Professor , Ph.D. 1977 Princeton University
    automorphic forms, L-functions, representations, harmonic analysis, number theory

  • Dennis Hejhal ... [ hejhal@math.umn.edu ]
    Professor , Ph.D. 1972 Stanford University
    analysis, number theory, supercomputers

  • Dihua Jiang ... [ dhjiang@math.umn.edu ]
    Professor , Ph.D. 1994 Ohio State University
    automorphic forms, L-functions, number theory, harmonic analysis, representation theory

  • Andrew Odlyzko ... [ odlyzko@math.umn.edu ]
    Professor , Ph.D. 1975 Massachusetts Institute of Technology
    computational complexity, cryptography, number theory, combinatorics, coding theory, analysis, probability theory, ecommerce, and economics of data networks

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