معرفی
Ralf Schmidt is a Professor in the Department of Mathematics at the University of North Texas. His research focuses on classical and adelic modular forms, local and global representation theory, and automorphic L-functions. He has contributed extensively to the study of symplectic group representations, Siegel modular forms, and their connections to number theory.
- University of North Texas, Department of Mathematics
- Research: Automorphic Forms, Representation Theory, L-functions
Recent publications address Fourier-Jacobi modules for GSp(4), stable Klingen vectors, dimension formulas for Siegel modular forms, and integrality properties of Eisenstein series. His work often involves collaboration with researchers like Ameya Pitale, Abhishek Saha, and Brooks Roberts, emphasizing automorphic representations and their applications.
As a co-organizer of the Texas-Oklahoma Representations and Automorphic Forms (TORA) conference series, he supports academic exchange in automorphic forms and representation theory. Funding from the National Science Foundation supports these meetings, which encourage graduate student participation. Notable collaborators include Jennifer Johnson-Leung, Manami Roy, and Shaoyun Yi.
He has published in leading journals such as Manuscripta Math, Springer Lecture Notes in Mathematics, and Transactions of the American Mathematical Society. His research spans stable modular forms, paramodular newforms, and supercuspidal representations, with applications to number theory and algebraic geometry.
