Subhodh Kotekal


I am a final-year Ph.D. candidate in the Department of Statistics at the University of Chicago. My advisor is Chao Gao. Prior to graduate school, I received a B.S. in Mathematics and in Statistics from the University of Chicago in 2019.


George Herbert Jones Laboratory
5747 South Ellis Avenue
Chicago, IL 60637

skotekal@uchicago.edu



I am broadly interested in minimax theory for hypothesis testing and functional estimation in nonparametric, high-dimensional, and robust statistics. More recently, I have been thinking about theoretical properties of score matching and score-based diffusion models, primarily from the statistical perspective.




Papers


From optimal score matching to optimal sampling [arXiv]
Z. Dou, S. Kotekal, Z. Xu, and H. Zhou

Locally sharp goodness-of-fit testing in sup norm for high-dimensional counts [arXiv]
S. Kotekal, J. Chhor, and C. Gao

Variance estimation in compound decision theory under boundedness
S. Kotekal
Advances in Neural Information Processing Systems (NeurIPS) 2024, to appear

Optimal estimation of the null distribution in large-scale inference [arXiv]
S. Kotekal and C. Gao

Sparsity meets correlation in Gaussian sequence model [arXiv]
S. Kotekal and C. Gao

Optimal heteroskedasticity testing in nonparametric regression [arXiv]
S. Kotekal and S. Kundu
Annals of Statistics, to appear

Minimax signal detection in sparse additive models [arXiv]
S. Kotekal and C. Gao
IEEE Transactions on Information Theory, to appear

Minimax rates for sparse signal detection under correlation [doi]
S. Kotekal and C. Gao
Information and Inference, 2023

Statistical limits of sparse mixture detection [doi]
S. Kotekal
Electronic Journal of Statistics, 2022

Recurrent interactions can explain the variance in single trial responses [doi]
S. Kotekal and J. N. MacLean
PLOS Computational Biology, 2020