### Overview

Research area: Algebraic topology, equivariant homotopy theory

I like to study algebraic invariants for spaces with an action of a finite group G. Most of my recent work focuses on the case when G is a cyclic group of odd prime order.

### Publications

*The RO(C3)-graded Bredon cohomology of C3-surfaces in Z/3-coefficients,*arXiv preprint at arXiv:2306.03948 (2023)*RO(C3)-graded Bredon cohomology and Cp-surfaces*, University of Oregon thesis (2022)*University of Oregon AWM Chapter: Creation and Evolution.*With E. Bellah, S. Frei, and L. Merill, appearing in*Fifty Years of Women in Mathematics: Reminiscences, History, and Visions for the Future of AWM*(2022)