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Mathematics
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Number Theory
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Non-Archimedean and Tropical Techniques in Arithmetic Geometry
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Connections between mock modular forms and vertex operator algebras
2 of 6
Nonuniqueness Properties of Zeckendorf Related Decompositions
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New Results on Partitions, Prime Numbers, and Moonshine
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Applications of Modular Forms to Elliptic Curves and Representation Theory
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A Study of Benford's Law for the Values of Arithmetic Functions
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Year
Spring 2020
3
2017
1
Fall 2017
1
Spring 2019
1
School
Emory College
3
Laney Graduate School
3
Department
Mathematics
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6
Degree
Ph.D.
3
BS
2
B.S.
1
Submission Type
Dissertation
3
Honors Thesis
3
Research Field
Mathematics
6
Theoretical Mathematics
1
Committee
David Zureick-Brown, Emory University
3
David Borthwick, Emory University
2
Duncan, John F, Emory University
2
Brody, Jed, Emory University
1
Elena Glazov-Corrigan, Emory University
1
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Keyword
Number Theory
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6
Benford's Law
1
Congruences
1
Elliptic Curves
1
Modular Forms
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