Research

Interests: formal group laws, cohomology theories, category theory

My research lies in the area of algebraic topology, specifically homotopy theory. My doctoral research involved computing the action of the Morava stabilizer group on the Lubin-Tate deformation ring. This action is of interest both to algebraic topologists and number theorists. The preprint version of my thesis is linked below.

A Computation of the Action of the Morava Stabilizer Group on the Lubin-Tate Deformation Ring ArXiv e-prints. arXiv:2201.08913

My doctoral advisor is Agnès Beaudry