activity
20152026
most citedApproximating Continuous Functions by ReLU Nets of Minimal Width

130 citations · 209 across the 59 of their papers we have counts for

collaborators

70 papers

quant-ph2026

Gibbs Sampling in the Shattered Phase by Decoded Quantum Interferometry

Leo Zhou, Noah Shutty, Mark Sellke +1

We apply Decoded Quantum Interferometry (DQI) to sample from the Gibbs measures of classical Ising spin Hamiltonians. We show that this Gibbs sampling problem reduces to a quantum…

math.PR2026

Algorithmic threshold for high-dimensional projection pursuit I: general theory

Brice Huang, Mark Sellke, Nike Sun

We study a null model of high-dimensional projection pursuit: we are given points sampled i.i.d. from a standard gaussian in dimensions, where with $M/N\toα\…

stat.ML2026

Thompson Sampling Is 2-Competitive for Mistakes

Mark Sellke, Gregory Valiant

We consider Bayesian bandit models and prove that Thompson sampling makes at most twice the expected number of mistakes (selections of a suboptimal arm) as any other policy. Our an…

math.PR2026

A Counterexample to the Gaussian Completely Monotone Conjecture

Yuzhou Gu, Mark Sellke

We provide an explicit probability measure on for which the fifth time derivative of the entropy along the heat flow is positive at some time. This disproves the Gauss…

math.CO2026

Short proofs in combinatorics, probability and number theory II

Boris Alexeev, Moe Putterman, Mehtaab Sawhney +2

We give a quintet of proofs resulting from questions posed by Erdős. These questions concern ordinary lines in planar point sets, sequences with uniformly small exponential sums, $…

math.CO2026

Short proofs in combinatorics and number theory

Boris Alexeev, Moe Putterman, Mehtaab Sawhney +2

We give a triplet of short proofs, each of which answers a question raised by Erdős. The first concerns the small prime factors of , the second concerns whether an ad…