B.S. (Mathematics) Georgia College & State University 2017; M.A. (Mathematics) University of South Carolina 2019; Ph.D. (Mathematics) University of South Carolina 2022.
My research interests lie in the intersection of Number Theory and Modular Form Theory. In particular, I am interested in using modular forms, specifically eta-quotients, to prove various families of congruences for variations of the partition function and other combinatorial functions.
Ph.D. in Mathematics at University of South Carolina; M.A. in Mathematics at University of South Carolina; B.S. in Mathematics at Georgia College & State University
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