Geometry-aware statistical learning

Nonparametric statistics, kernel smoothing, and optimization on nonlinear manifolds.
Related publicationsAbout me
I am a postdoctoral scholar at the Department of Statistics, University of Chicago and NSF-Simons AI Institute for the Sky (SkAI Institute).
I received my Ph.D. degree in Statistics from the University of Washington (UW), Seattle in 2026, where I was fortunate to be advised by Prof. Yen-Chi Chen. I also obtained my master’s degree in Statistics from UW in 2020. Before joining UW, I received my Bachelor of Science degree in Mathematics and Applied Mathematics at Sun Yat-Sen University (SYSU) in 2018.
My current theoretical research interests lie in
On the applied side, I am broadly interested in developing statistically principled and AI-driven methods for challenging problems in astronomy and related scientific domains. A central focus of my applied research is to detect, characterize, and extract scientific insights from the large-scale structure of the Universe (i.e., the cosmic web), with the broader goal of turning modern statistical learning tools into reliable instruments for uncovering previously inaccessible physical information.

Nonparametric statistics, kernel smoothing, and optimization on nonlinear manifolds.
Related publications
Causal inference for continuous treatments, high-dimensional inference with missing data, and transfer learning.
Related publications
Principled statistical and AI-driven methods to detect and characterize the cosmic web.
Related publicationsDepartment of Statistics, University of Chicago
& NSF-Simons AI Institute for the Sky
875 N. Michigan Ave., Suite 3500
Chicago, IL 60611, United States