Reese Pathak
NSF Postdoc • Berkeley Statistics • Cornell ORIE
UC Berkeley, Department of StatisticsCornell University, School of Operations Research and Information Engineering (ORIE)
E-mail: pathakr (at) berkeley (dot) edu
I am an NSF Mathematical Sciences Postdoctoral Research Fellow (MSPRF) at UC Berkeley, with sponsoring scientist Nikita Zhivotovskiy, and a Visiting Assistant Professor at Cornell University. I received my PhD in Electrical Engineering and Computer Sciences (EECS) in 2025 from UC Berkeley, advised by Michael I. Jordan and Martin J. Wainwright.
In January 2027, I will join Cornell ORIE as a tenure-track assistant professor.
Interests: high-dimensional phenomena in statistics, probability, and geometry.
Publications and preprints
- Beyond modern asymptotics for log-likelihood ratios in logistic regression [ arXiv ]
- Optimal mean width and metric entropy estimates for convex bodies [ arXiv ]
- Minimum norm interpolation via the local theory of Banach spaces: the role of Gaussianity [ arXiv ]
- On the metric projection onto a convex set: reverse Hölder inequalities and upper bounds [ arXiv ]
- A remark on the majorizing measures theorem for general processes [ arXiv ]
- Gaussian width of convex sets via integral decompositions, projections, and the distribution of intrinsic volumes [ arXiv ]
- A new perspective on minimum-norm interpolation under Gaussian covariates [ AISTATS ]
- Revisiting mean estimation over ℓp balls: is the MLE optimal? [ arXiv ]
- On the design-dependent suboptimality of the Lasso [ arXiv ]
- Transformers can optimally learn regression mixture models [ arXiv ] [ ICLR ]
- Noisy recovery from random linear observations: sharp minimax rates under elliptical constraints [ arXiv ] [ Annals of Statistics ]
- Optimally tackling covariate shift in RKHS-based nonparametric regression [ arXiv ] [ Annals of Statistics ]
- A new similarity measure for covariate shift with applications to nonparametric regression [ arXiv ] [ ICML (long oral) | slides | poster ]
- Weighted matrix completion from non-random, non-uniform sampling patterns [ arXiv ] [ IEEE Transactions on Information Theory ]
- FedSplit: an algorithmic framework for fast federated optimization [ arXiv ] [ NeurIPS ]