Julia Gordon

Julia Gordon is a faculty member in the Department of Mathematics at The University of British Columbia. Her research interests are not explicitly detailed in the provided information. Gordon has been recognized with the Krieger-Nelson Prize in 2019. She can be contacted via email at gor@math.ubc.ca or through her personal website. Her profile page indicates her affiliation with the university and her role as a faculty member.

Julia Gordon is a mathematician at the University of British Columbia, specializing in mathematics with a focus on advanced topics in harmonic analysis, number theory, and representation theory. Her research explores the interplay between motivic integration, harmonic analysis on reductive groups, and orbital integrals. She investigates transfer principles, integrability conditions, and the motivic nature of character values in depth-zero representations. Her work also includes the study of Dirichlet series, hypercyclic vectors, and the application of arithmetic methods to problems in p-adic groups. Gordon's contributions span the analysis of orbital integrals, uniform analysis on local fields, and the development of motivic Haar measures. Her research bridges algebraic geometry, harmonic analysis, and number theory, offering new insights into the structure of reductive groups and their representations.