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James Parkinson is an Associate Professor at the University of Sydney, specializing in algebra and combinatorial representation theory. His research primarily focuses on representation theory of Hecke algebras and its applications in probability theory, particularly in the context of Kac-Moody groups. He is also interested in generalized polygons, harmonic analysis on graphs, path models, and Lie theory. As a member of the Algebra research group and the Geometry, Topology, and Analysis research group at the university, Dr. Parkinson's work aligns with the Faculty of Science's research strengths, contributing to a deeper understanding of the universe and the fundamental laws of nature. He has been involved in numerous research projects funded by the Australian Research Council, exploring topics such as loop groups and geometry combinatorics. His commitment to advancing knowledge in mathematics is evident through his active engagement in both teaching and research.
University of Sydney • Sydney
Teaching and research in algebra and representation theory.
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