I am primarily interested in homotopy theory, particularly equivariant homotopy theory and its interactions with representation theory and derived algebraic geometry. I received my PhD under Jesper Grodal .
Publications and Preprints
A note on the Segal conjecture for large objects (with Robert Burklund) [arXiv]
PhD Thesis: Categorification of Smith Theory (submitted August 2023)
In this project, joint with Robert Burklund, we study the theory of perfect $E_{\infty}$ algebra over field of characteristic $p$, as an application we recover the homotopy type of genuine fixed points via the Borel equivariant data for a finite $G$-complex in the spirit of the Sullivan conjecture. A version of this can be found in my thesis and more imporved version is in prepartation.