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Nicolas Templier is a Professor in the Department of Mathematics at Cornell University. He received his Ph.D. from Montpellier University in 2008. His research interests primarily lie in Algebra and Applied Mathematics, with a specific focus on Geometry and Automorphic Forms. Templier's work investigates randomness in number theory and aims to address complex problems like prime number distribution through probabilistic laws. He explores families of automorphic representations, examining algebraic asymptotic questions and arithmetic statistics related to the Katz-Sarnak heuristics and arithmetic quantum chaos of p-adic families of automorphic forms. His studies utilize tools from symplectic geometry and integrable systems to analyze special functions, including the Bessel, Airy, and hypergeometric functions. He has also contributed to proving the mirror symmetry conjecture for minuscule flag varieties, showcasing the intricate connections between geometry and mathematical theories.
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