Jerry L. Bona: applied mathematics, partial differential equations and numerical analysis
Luis A. Caffarelli: partial differential equations
Gunnar Carlsson: topology
Marc Culler: low-dimensional topology and group theory
Ronald G. Douglas: functional analysis
Peter Duren, complex analysis
Michael Hopkins: algebraic topology
Yi-Zhi Huang: infinite-dimensional Lie algebras, vertex operator algebras, conformal field theory
Naichung Conan Leung: differential geometry
Paul S. Muhly: functional analysis
Bodo Pareigis: associative rings and algebras, category theory, quantum groups
Duong Phong: partial differential equations, harmonic analysis, and mathematical physics
Andrew Ranicki: algebraic topology, manifolds and quadratic forms
Douglas C. Ravenel: algebraic topology and homotopy theory
Richard Rochberg: function theory, harmonic analysis, operator theory
Joseph Rosenblatt: harmonic analysis, ergodic theory, measure theory and functional analysis
Oded Schramm: probability theory, conformal mappings, coarse geometry
Birgit Speh: Lie groups and number theory
Mark Steinbereger: group actions on manifolds
Ronald J. Stern: geometry and topology