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2024 REU projects

2024 REU projects

Partitions and modular forms with Holly Swisher

Dr. Holly Swisher is a researcher in number theory with particular interest in questions related to the subjects of integer partitions and modular forms.

Dr. Swisher's project this summer will primarily be within the areas of partition theory and modular forms and will involve a mix of combinatorics, number theory, analysis, and computation. Prior experience with some or all of these areas is a plus. An interest and willingness to learn combined with some experience with junior level mathematics coursework is required.

The proceedings from the past few years give an idea of the variety and scope of previous projects.