Eric Stade

Eric Stade is a Professor in the Department of Mathematics at the University of Colorado, holding a Ph.D. from Columbia University (1988). His research sits at the intersection of number theory and harmonic analysis, focusing on automorphic forms, Fourier theory, and their connections to generalized Barnes integrals and hypergeometric series.

• Education: Ph.D., Columbia University (1988)

Stade's work emphasizes the interplay between automorphic forms and classical mathematical constructs, particularly through the lens of Whittaker functions and their integral transforms. His publications highlight advancements in understanding GL(n, R) Whittaker functions, Euler factors for L-functions, and orthogonality relations in automorphic theory.

Recent research trends include applications of automorphic forms to L-series analysis, asymptotic orthogonality, and computational approaches like TACTivities for mathematics education. His 2025-2023 works explore Maass forms, Langlands Eisenstein series, and pedagogical tools for calculus instruction.