I am a postdoc at Indiana University in Bloomington IN.

My research interests lie in analysis on manifolds and spectral theory with focus on spectral geometry. In particular I work on heat trace asymptotic expansions on manifolds with conic singularities and non-isolated singularities.

Here is a **pdf ** version of my CV.

In these notes we derive a representation of the spectral zeta function.

Tetrahedron is an example of a stratified space. The purpose of these notes is to show that it is reasonable to hope that one can detect the singular character of a manifold with conic singularities from the heat trace expansion of Hodge Laplacian.

These are notes of my talk about the heat kernel on a

These notes contain some definitions and properties of stratified spaces that follow and sometimes complement