Research Interests

I study complex algebraic geometry and Hodge theory. My advisor is Ben Bakker. I mainly work on Lagrangian fibrations, non-Abelian Hodge theory, and moduli spaces of Abelian varieties. I'm also interested in K-trivial varieties, symplectic geometry, and algebraic foliations, as well as representations of groups arising from algebraic geometry, such as the fundamental groups and Mumford—Tate groups of algebraic varieties.

Publications and preprints

• Monodromy of compact Lagrangian fibrations
  Preprint (pdf, arXiv)

Notes and write-ups

• Recovering nodal plane curves from their bitangent lines
  Undergraduate honors thesis, advised by Olivier Martin. (pdf)


• Notes on perverse sheaves and intersection cohomology
  Brief notes I wrote up for by own comprehension while reading the book of Hotta—Takeuchi—Tanisaki. (pdf)


• Notes on Simpson's non-Abelian Hodge correspondance
  Brief notes I wrote up for my own comprehension while reading Simpson's 1992 paper. (pdf)

Conferences attended

• SRI 2025, Colorado State University, July 14-18, 2025.


• CMND 2025, University of Notre Dame, June 2-20, 2025.


• JMM 2023, Boston, January 4-7, 2023.


• MAGNTS 2022, University of Illinois Chicago, October 22-23, 2022.

Organization and service

• Graduate Algebraic Geometry Seminar (GAGS), Fall 2025


• Lie Groups Seminar, Fall 2024

Teaching

• Math 160: Finite Math, Fall 2022, Fall 2023, Fall 2024, Spring 2024

Awards and Grants

• UIC RTG Grant, Spring/Summer 2023, Spring/Summer 2024, Summer 2025


• Kuga-Sah Award, SBU Mathematics Department, 2022