Past von Neumann Fellow
Amanda L Folsom
Funding provided by the Charles Simonyi Endowment
From
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Amanda Folsom specializes in number theory, particularly modular and mock modular forms, harmonic Maass forms, q-series, Jacobi forms, and related objects. In particular, she is interested in applications to number theory and combinatorics.
Visits
von Neumann Fellow
School of Mathematics
–
Spring
von Neumann Fellow
School of Mathematics
–
Spring
Degrees
University of California, Los Angeles
Ph.D.
2006