Dihua Jiang

Dihua Jiang is a Professor in the School of Mathematics at the University of Minnesota, where he conducts research in automorphic forms, L-functions, representation theory, and number theory. His office is located in 224 Vincent Hall at 206 Church Street SE, Minneapolis, MN 55455, and he can be reached at dhjiang@umn.edu or (612) 625-7532. Professor Jiang actively mentors both undergraduate and graduate research students.

Professor Jiang's research focuses on the deep connections between automorphic forms, representation theory, and number theory within the framework of the Langlands Program. His work explores L-functions, periods, and the arithmetic properties of automorphic representations. He has made significant contributions to understanding the local converse problem, Rankin-Selberg convolutions, and the structure of Arthur parameters for classical groups. His research bridges abstract representation theory with concrete number-theoretic applications.

Analysis of Professor Jiang's recent publications reveals a consistent focus on the intersection of automorphic forms and representation theory, particularly concerning classical groups. His work demonstrates increasing sophistication in handling Arthur parameters, L-functions, and period integrals. A notable trend is his exploration of branching laws and reciprocal problems in the context of automorphic representations, reflecting the evolving nature of the Langlands Program.

• Organizes the Lie Theory Seminar at the University of Minnesota
• Participates in major conferences including AIM workshops, NUS programs, and IHES summer schools
• Teaches advanced courses such as Math 8280 (Topics in Number Theory)