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Number Theory
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Non-Archimedean and Tropical Techniques in Arithmetic Geometry
Connections between mock modular forms and vertex operator algebras
Nonuniqueness Properties of Zeckendorf Related Decompositions
New Results on Partitions, Prime Numbers, and Moonshine
Applications of Harmonic Maass Forms
Applications of Modular Forms to Elliptic Curves and Representation Theory
A Study of Benford's Law for the Values of Arithmetic Functions
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Year
Spring 2020
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2015
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School
Laney Graduate School
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Emory College
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Department
Mathematics
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Ph.D.
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Dissertation
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Mathematics
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Theoretical Mathematics
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Committee
David Zureick-Brown, Emory University
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David Borthwick, Emory University
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Duncan, John F, Emory University
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Ono, Ken, Emory University
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Borthwick, David, Emory University
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Number Theory
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Automorphic forms
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Benford's Law
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Congruences
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