Power-law clustering with Gibbs partitions: universal estimation and predictive limits
Working paper
I am a third-year Ph.D. student in statistics at the University of Chicago, Booth School of Business.
I’m broadly interested in the mathematical theory and algorithms underlying statistics and machine learning, as well as applied research in modern AI.
My previous research has focused on high-dimensional statistics, high-dimensional probability and geometry, and combinatorial stochastic processes. Recently I’ve been working on large language models, with a focus on alignment, routing, and model evaluation.
Working paper
arXiv:2606.22652, 2026
arXiv:2312.13254, 2023, submitted
Stochastic Processes and their Applications, 202, 105074, 2026
Bernoulli, 32(4) 3063-3087, 2026
Transactions on Machine Learning Research, 2835-8856, 2026
The Annals of Statistics, 54(2) 796-833, 2026
Advances in Applied Probability, 58(1) 214-234, 2026
Proceedings of the 42nd International Conference on Machine Learning (ICML2025)
Journal of Machine Learning Research 26 (16), 1-40, 2025
Journal of the Royal Statistical Society Series B: Statistical Methodology, 87(2), 289-318, 2025
Journal of Business & Economic Statistics 43 (1), 110-121, 2025
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2024–present
PhD student in econometrics and statistics, Booth School of Business
Advisor: Tengyuan Liang
2018–2022
BE in Mathematical Engineering · Department of Mathematical Engineering and Information Physics
2021–2022
Student Researcher
Theory of combinatorial stochastic processes and its application to network data analysis