Mark Behrens
|
Martin Bridson
|
Jim Bryan
|
Dmitri Burago
Metric geometry, Riemannian and Finsler
geometry, differential geometry, dynamical systems
|
Danny Calegari
|
Ralph Cohen
http://math.stanford.edu/~ralph/
Algebraic topological aspects of moduli spaces
of Riemann surfaces, holomorphic mapping spaces
holomorphic bundles, gauge theoretic moduli spaces;
loop spaces, loop groups, and topological aspects
of string theory; K–theory, homotopy theory
|
Tobias Colding
Differential geometry, geometric analysis
and PDEs.
|
Simon Donaldson
|
Bill Dwyer
|
Yasha Eliashberg
Symplectic geometry and topology,
several complex variables, singularities
of smooth mappings
|
Benson Farb
http://zaphod.uchicago.edu/~farb/
Discrete subgroups of Lie groups,
geometric group theory, large-scale
geometry, nonpositive curvature,
mapping class groups, actions of
infinite groups on manifolds
|
Steve Ferry
|
Ron Fintushel
|
Mike Freedman
|
David Gabai
|
Paul Goerss
|
Lothar Göttsche
|
Cameron Gordon
|
Jesper Grodal
|
Vaughan Jones
|
Robion Kirby
|
Frances Kirwan
|
John Lott
|
Haynes Miller
http://www-math.mit.edu/~hrm/
Homotopy theory, relations between
elliptic curves and homotopy theory,
the Steenrod algebra, the homotopy
theory of Lie groups
|
Shigeyuki Morita
Low dimensional topology, mapping
class groups of surfaces, moduli
space of curves, diffeomorphism groups
|
John Morgan
|
Tom Mrowka
|
Walter Neumann
|
Jean-Pierre Otal
Low-dimensional topology, hyperbolic
manifolds, geodesic flows
|
Peter Ozsváth
|
Leonid Polterovich
|
Colin Rourke
|
Ron Stern
|
Peter Teichner
|
Richard Thomas
|
Gang Tian
Symplectic manifolds, differential
and complex geometry, geometric analysis
|