George M. Bergman Dept of Mathematics mathematics, associative rings, universal algebra, category theory, counterexamples
Sunčica Čanić Dept of Mathematics applied mathematics, partial differential equations, computational methods, biomedical research
Jennifer Chayes Dept of Mathematics Dept of Statistics Division of Computer Science/EECS phase transitions in computer science, structural and dynamical properties of networks, graphons, machine learning, ethical decision making, climate change
Michael Christ Dept of Mathematics mathematics, harmonic analysis, partial differential equations, complex analysis in several variables, spectral analysis of Schrodinger operators
James Demmel Dept of Mathematics Division of Computer Science/EECS computer science, scientific computing, numerical analysis, linear algebra
Lawrence Craig Evans Dept of Mathematics optimization theory, nonlinear partial differential equations, calculus of variations
Steven Evans Dept of Mathematics Dept of Statistics large random combinatorial structures, random matrices, superprocesses & other measure-valued processes, probability on algebraic structures -particularly local fields, applications of stochastic processes to biodemography, mathematical finance, population genetics, phylogenetics & historical linguistics
Edward Frenkel Dept of Mathematics mathematics, representation theory, integrable systems, mathematical physics
Alexander Givental Dept of Mathematics mathematics, mathematical physics, symplectic geometry, singularities, mirror symmetry
Gabriel Goldberg Dept of Mathematics set theory, large cardinals, inner model theory, infinite combinatorics
Vadim Gorin Dept of Mathematics Dept of Statistics integrable probability, random matrices, asymptotic representation theory
Ming Gu Dept of Mathematics mathematics, scientific computing, numerical linear algebra, convex optimization
Mark Haiman Dept of Mathematics mathematics, algebraic geometry, algebra, combinatorics, diagonal coinvariants, Hilbert schemes
Olga Holtz Dept of Mathematics numerical analysis, matrix and operator theory, approximation theory, wavelets and splines, orthogonal polynomials and special functions, analysis of algorithms and computational complexity
Michael Hutchings Dept of Mathematics mathematics, symplectic geometry, contact geometry, low dimensional topology, dynamics
Lin Lin Dept of Mathematics numerical analysis, computational quantum chemistry, computational materials science
Michael J. Lindsey Dept of Mathematics applied mathematics, mathematical analysis, probability, numerical analysis, optimization, Monte Carlo methods