Amanda Folsom

National Science Foundation Postdoctoral Fellow &
Van Vleck Assistant Professor

Department of Mathematics
University of Wisconsin
480 Lincoln Drive
Madison, Wisconsin 53706

Office Location:     319 Van Vleck Hall
Office Telephone:  (608)-263-3206
email:                    folsom (at) math (dot) wisc (dot) edu

Research Interests:
Ph.D UCLA (2006)
Upcoming Travel/Talks
Teaching:
Publications:
  1. The spt-function of Andrews, (with K. Ono).
    Submitted.

  2. A short proof of the mock theta conjectures using Maass forms.
    Proceedings of the American Mathematical Society (2007), Accepted for publication.

  3. Combinatorial harmonic weak Maass forms, (with K. Bringmann, J. Bruinier, K.Ono).
    In preparation.

  4. q-series and weight 3/2 Maass forms, (with K. Bringmann, K. Ono).
    Submitted.

  5. Duality involving the mock theta function f(q), (with K. Ono).
    Journal of the London Mathematical Society (2) 77 (2008), 320-334.
    Corrigendum. (Some numbers in Table (1.3) are corrected.)

  6. Modular units, divisor class groups, and the q-difference equations of Selberg.
    Submitted.

  7. Class invariants and cyclotomic unit groups from special values of modular units.
    Journal de Théorie des Nombres de Bordeaux (2008), Accepted for publication.

  8. A characterization of the modular units.
    International Journal of Number Theory (2007), Accepted for publication.

  9. Modular forms and Eisenstein's continued fractions.
    Journal of Number Theory 117 Issue 2 (2006), 279-291.

  10. On a quantitative refinement of the Lagrange spectrum.
    Acta Arithmetica 102.1 (2002), 55-82.
Curriculum Vitae:         .pdf     .dvi

Links           
  • Max-Planck-Institut für Mathematik
  • Introduction to LaTeX2e
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  • LA Marathon 2006
  • UCLA Mathematics Department
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  • MathSciNet
  • LA Marathon 2003
  • Wisconsin REU 2007
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  • Wisconsin REU 2008