Hi, I am a graduate student in the University of Michigan mainly interested in algebraic and complex geometry. My advisor is Mircea Mustaţă.

- Birational Geometry and Minimal model program (Canonical Bundle Formula, Invariants of Singularities in MMP etc.)
- Hodge theory applications to birational geometry (Hodge modules, Period maps, Variation of Hodge structures etc.)
- Analytic methods in algebraic geometry (L2 methods, ∂-bar equations, singularities of plurisubharmonic functions etc.)
- Periods and Degenerations of K-trivial varieties
- Zeta functions
- Toric geometry

- A remark on Fujino's work on the canonical bundle formula via period maps, available at arXiv (See Abstract)
- The intersection cohomology Hodge module of toric varieties (with Sridhar Venkatesh), available at arXiv (See Abstract)
- L2 approach to the Saito vanishing theorem, available at arXiv (See Abstract)