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Arkady Berenstein: quantum groups, representation theory, algebraic combinatorics.



Boris Botvinnik: differential topology, positive scalar curvature, Morse theory.



Marcin Bownik: harmonic analysis, wavelets, approximation theory.



Jon Brundan: algebraic groups, combinatorial representation theory, Lie superalgebras.



Dan Dugger: motivic homotopy theory, K-theory, homological algebra.



Peter Gilkey: higher-signature differential geometry, heat trace analysis.



Jim Isenberg: mathematical general relativity, Ricci flow, nonlinear PDEs.



Alexander Kleshchev: representation theory, Lie theory, group theory.



David Levin: Markov chains and random walks, multiparameter processes, potential theory.



Shlomo Libeskind: mathematics education.



Huaxin Lin: Functional analysis, C*-algebras, dynamical systems.



Peng Lu: geometric analysis, Ricci flow, complex geoemtry.



Victor Ostrik: geometric Lie theory, tensor categories, Hopf algebras.



N. Christopher Phillips: C*-algebras, functional analysis, noncommutative geometry.



Alexander Polischuk: algebraic geometry, noncommutative tori, mathematics related to string theory.



Nicolas Proudfoot: symplectic algebraic geometry, matroid theory, quivers.



Hal Sadofsky: stable homotopy theory, homological algebra, complex cobordism.



Brad Shelton: non-commutative algebraic geometry, ring theory, homological algebra.



Dev Sinha: rational homotopy theory, knot theory, operads.



Arkady Vaintrob: algebraic geometry, knot theory, mathematical physics, Lie theory.



Marie Vitulli: commutative algebra, closure operations, valuation theory, algebraic geometry.



Hao Wang: superprocesses, mathematical finance, stochiastic PDEs.



Yuan Xu: numerical analysis, orthogonal polynomials, approximation theory, harmonic analysis.



Sergey Yuzvinsky: algebraic combinatorics, hyperplane arrangements, algebraic geometry and topology.