research

My main interests are noncommutative geometry and Poisson geometry.

On the noncommutative geometry side, I work on higher index theory and its interactions with K-theory, operator algebras, and the coarse Baum–Connes conjecture. On the Poisson geometry side, I study Lie groupoids, Lie algebroids, singular foliations, and related higher structures.

Sometimes they overlap.

Preprints

A generalization of Molino’s theory to Riemannian groupoids, arXiv:2609.23341 (2026).

Master’s thesis

A Generalization of Molino’s Theory to Riemannian Groupoids, Washington University in St. Louis, advised by Xiang Tang.