معرفی
Nicolas Templier is a Professor of Mathematics at Cornell University, affiliated with the Department of Mathematics in the College of Arts and Sciences. He holds a Ph.D. from Montpellier University (2008). His research focuses on algebra, applied mathematics, geometry, and automorphic forms, with a particular emphasis on uncovering probabilistic patterns in number theory. Key themes include arithmetic statistics of families of automorphic representations, the Katz-Sarnak heuristics, arithmetic quantum chaos, and p-adic families of automorphic forms. He has also explored asymptotic properties of special functions, such as Bessel and Airy functions, using tools from symplectic geometry and integrable systems. Notably, he proved the mirror symmetry conjecture for minuscule flag varieties.
Templier’s work bridges algebraic number theory, representation theory, and geometry. His research contributions include advancements in understanding the Sato-Tate conjecture, sup-norm bounds for automorphic forms, and the analysis of L-functions’ low-lying zeros. He teaches advanced courses such as Introduction to Number Theory and supervises research projects through courses like Supervised Research and Supervised Reading. While no specific awards are listed, his contributions to mathematics are recognized through his extensive publication record and academic leadership.
Templier’s advising and teaching reflect his commitment to mentoring students in theoretical mathematics. His research often intersects with geometric and analytic methods, contributing to the broader field of arithmetic geometry and automorphic forms.
