Yuhan Jiang 姜雨含

Yuhan Jiang 姜雨含 is a Charles B. Morrey, Jr. Math Fellow at the University of California, Berkeley, affiliated with the Department of Mathematics. Their research focuses on Algebra. Further details about their academic background and contributions can be found on their profile page at https://math.berkeley.edu/people/faculty/yuhan-jiang-%E5%A7%9C%E9%9B%A8%E5%90%AB. Contact information is available at frontoffice@math.berkeley.edu.

Yuhan Jiang is a researcher at UC Berkeley specializing in Algebraic Combinatorics. Their work explores the interplay between algebraic structures and combinatorial objects, with a focus on symmetric matrices, polytopes, and stochastic processes. Jiang's research includes the study of linear spaces of symmetric matrices, Ehrhart series of alcoved polytopes, and the properties of the k-ellipse. They also investigate connections between combinatorial phenomena and algebraic geometry, such as the behavior of rowmotion and echelonmotion. Their contributions span topics like the Ehrhart polynomials of positroid polytopes and the analysis of singularities in algebraic varieties.