معرفی
Jesse Thorner is an Assistant Professor in the Department of Mathematics at the University of Illinois, Urbana-Champaign. He is part of the number theory research group and co-organizes the UIUC Number Theory Seminar with Yuan Liu. His research focuses on analytic and algebraic number theory, automorphic forms, arithmetic statistics, and L-functions, with applications to primes, class groups, Hecke eigenvalues, and quantum chaos.
Thorner’s work includes groundbreaking studies on zero distribution of L-functions, Chebotarev density theorems, Sato-Tate conjectures, and explicit estimates for prime distribution. His recent contributions address Artin’s holomorphy conjecture, zero-free regions for Rankin-Selberg L-functions, and torsion in class groups. He has developed novel techniques in sieve methods and spectral analysis.
His research trends emphasize interdisciplinary connections between number theory and other fields, such as algebraic geometry and quantum dynamics. He has published extensively on topics like quantum ergodicity, Landau-Siegel zeros, and Sato-Tate distributions. While no awards are explicitly listed, his prolific publication record reflects significant academic impact.
Thorner advises no listed students but collaborates actively through seminars and conferences. His work is supported by grants from the National Science Foundation and other institutions. He maintains a professional website detailing his research and preprints.
