Nicolas Templier

Nicolas Templier is a Professor in the Department of Mathematics at Cornell University. His research focuses on automorphic forms, arithmetic statistics, and related areas in number theory. He has contributed to the study of central L-values, arithmetic quantum chaos, and the asymptotic properties of special functions. Templier has also worked on the mirror symmetry conjecture for minuscule flag varieties and the Sato-Tate equidistribution for families of Hecke-Maass forms. His work includes collaborations on families of L-functions and their symmetry, as well as the analysis of special values of zeta functions. He is affiliated with the American Mathematical Society and the Institute of Electrical and Electronics Engineers.

Nicolas Templier is an Associate Professor at Cornell University, specializing in automorphic forms. His research focuses on the analytic properties of automorphic L-functions, including the study of low-lying zeros, sup-norms, and Sato–Tate equidistribution for families of Hecke–Maass forms. Templier's work explores the symmetry and distribution of L-functions, with applications to number theory and representation theory. He has contributed to the understanding of Voronoi formulas, Rankin–Selberg central L-values, and the Ramanujan conjecture for automorphic forms over function fields. His research also includes hybrid sup-norm bounds and non-split sums of coefficients of GL(2)-automorphic forms.