Weichen Gu

Weichen Gu is a Zassenhaus Assistant Professor at The Ohio State University, specializing in quantum information, operator algebra, and number theory. His research bridges functional analysis, harmonic analysis, and mathematical physics, with a focus on quantum entropy, central limit theorems, and noncommutative structures. He holds a PhD from the University of New Hampshire and has taught at institutions including the University of Chinese Academy of Sciences.

Research interests include quantum convolution, Möbius disjointness, and operator algebraic structures in factors. His work has been published in journals like Proceedings of the National Academy of Sciences and Journal of Operator Theory. Notable talks include presentations at JMM 2024 and Brigham Young University's Number Theory Seminar.

Teaching experience spans over five years, with roles as instructor and teaching assistant for courses in multidimensional calculus, differential equations, and linear algebra. Active in academic communities, Gu collaborates with institutions like Harvard's Mathematical Picture Language Project and TAMU's Noncommutative Geometry Seminar.