Research

Papers and Publications

On homogeneous closed gradient Laplacian solitons
Differential Geom. Appl., 93, 2024.
Journal Link; arXiv preprint
On homogeneous closed gradient Laplacian solitons and the modified conformal Hessian
PhD Thesis
https://surface.syr.edu/etd/1682

Research Interests

My research interests are in Riemannian geometry. I am broadly interested in weighted curvature of manifolds with density and solitons of geometric flows.

Upcoming Talks

"On homogeneous closed gradient Laplacian solitons", Informal Geometric Analysis Seminar - Northwestern University, October 26, 2023
"Homogeneous Closed Gradient Laplacian Solitons", Joint Mathematics Meeting, AMS Special Session on New Developments in Differential Geometry and Topology - Boston, Massachusetts, January 5, 2023
"Normed Divison Algebras, Vector Cross Products, and G_2-Structures", MGO Colloquium - Syracuse University, October 20, 2022
"Homogeneous Closed Gradient Laplacian Solitons", Geometry and Topology Seminar - Syracuse University, October 7, 2022