## Contact

Email:

Office: Zeeman, C1.07

## CV

## Research

My research interests lie in the area of geometric analysis. Specifically, my research focuses on geometric flows with an emphasis on singularity formation for the Ricci flow and mean curvature flow.

### Papers

- On the Structure of Singularities of Weak Mean Curvature Flows with Mean Curvature Bounds
- Closed Ricci Flows with Singularities Modeled on Asymptotically Conical Shrinkers
- Existence of Mean Curvature Flow Singularities with Bounded Mean Curvature

*Duke Math. J.*(To Appear) - Curvature Blow-Up in Doubly-Warped Product Metrics Evolving by Ricci Flow

*Memoirs of the AMS*(To Appear) - Steady Ricci Solitons on Complex Line Bundles

*Commun. Anal. Geom.*(To Appear)

## Teaching

I taught Differential Geometry (MA4C0) in the Fall 2023 term and Topics in Analysis (MA9N4) in the Spring 2024 term. Please see my CV for previous teaching assignments.