Jeremy Tyson

Jeremy Tyson is a Professor of Mathematics at the University of Illinois at Urbana-Champaign (UIUC), affiliated with the College of Liberal Arts & Sciences and the Department of Mathematics. He holds the Helen Corley Petit Professorial Scholar title (2008-2009) and is a Fellow of the American Mathematical Society (2013). His research focuses on analysis in metric spaces, geometric mapping theory, fractal geometry, and sub-Riemannian geometry, with an emphasis on differential calculus in non-Euclidean settings.

Education: PhD in Mathematics from the University of Michigan (1999). His work bridges geometric function theory and nonsmooth metric spaces, addressing topics like quasiconformal maps and Carnot group structures. He has contributed to foundational studies in sub-Riemannian geometry and fractal analysis.

Awards include the LAS Dean's Award for Excellence in Undergraduate Teaching (2012), reflecting his commitment to education. His recent publications (2020–2025) explore stability theorems in Carnot groups, quasiconformal distortions, and conformal Markov systems in geometric contexts.

He is actively involved in departmental activities and serves as an editor for mathematical journals. Tyson’s research intersects pure mathematics and applied analysis, with implications for geometric modeling and nonlinear systems.