Paige Robertson

Line wrap Paige Robertson

Current Research

My research is in combinatorial representation theory. I am particularly interested in supercharacter theories of unipotent upper triangular matrices over finite fields. In the past, I have worked on projects in in enumerative combinatorics and conformal mapping.

I regularly attend the Algebraic Lie Theory seminar at CU Boulder.

Publications

Enumaring Maximal Binary Triangles, Published internally under the advising of Kristin Heysse and Andrew Beveridge.
Decomposition and conformal mapping techniques for quadrature of nearly singular integrals, Published in BIT Numerical Mathematics. With William Mitchell, Abbie Natkin, Marika Sullivan, Xuechen Yu, and Chenxin Zhu.