Faculty Research

Math field Name
Algebraic Geometry Nicholas Katz
Algebraic Geometry János Kollár
Analysis Peter Constantin
Analysis Charles Fefferman
Analysis Alexandru Ionescu
Analysis Sergiu Klainerman
Analysis Elliott Lieb
Analysis Tadahiro Oh
Analysis Igor Y. Rodnianski
Analysis Peter Sarnak
Analysis Elias Stein
Analysis Nicolas Templier
Applied Mathematics Peter Constantin
Applied Mathematics Weinan E
Automorphic Forms Nicolas Templier
Complex Analysis Robert C. Gunning
Differential Equations Sergiu Klainerman
Gauge Theory Zoltan Szabo
Geometric Analysis Sun-Yung Alice Chang
Geometric Analysis Gang Tian
Geometric Analysis Paul C. Yang
Geometry David Gabai
Geometry of Numbers John Conway
Geometry of Numbers Nicolas Templier
Graph Theory Paul D. Seymour
Group Theory John Conway
Hamiltonian Dynamics John N. Mather
Knot Theory John Conway
Logic & Foundations Edward Nelson
Low Dimensional Topology David Gabai
Mathematical Logic Simon Kochen
Mathematical Physics Michael Aizenman
Mathematical Physics Peter Constantin
Mathematical Physics Weinan E
Mathematical Physics Elliott Lieb
Mathematical Physics Yakov Sinai
Number Theory Manjul Bhargava
Number Theory Nicholas Katz
Number Theory Peter Sarnak
Number Theory Christopher Skinner
Number Theory Nicolas Templier
Partial Differential Equations Alexandru Ionescu
Partial Differential Equations Tadahiro Oh
Partial Differential Equations Igor Y. Rodnianski
Quadratic Forms Geometry John Conway
Symplectic Geometry Gang Tian
Topology William Browder
Topology Zoltan Szabo
Transfinite Numbers John Conway