Graduate Students and their Research Interests:
Advisor: Dan Freed
Research Interests:
Advisor: Robert Gompf
Research Interests: 4-manifolds, symplectic topology, contact topology
Advisor: Alan Reid
Research Interests: Low-dimensional topology, convex projective geometry
Advisor: Robert Gompf
Research Interests: 4-manifolds
Advisor: David Helm
Research Interests: Tropical geometry as it applies to algebraic geometry, deformation theory, and combinatorics
Advisor: Andy Neitzke
Research Interests: Geometric analysis, Hitchin systems
Advisor: David Ben-Zvi
Research Interests: Geometric and categorical representation theory
Advisor: Andy Neitzke
Research Interests: Hyperkahler geometry, Isomonodromic deformations
Ning Kang
Advisor: Sean Keel
Research Interests: Birational Geometry
Kyle Larson
Advisor: Robert Gompf
Research Interests: 4-manifolds and low-dimensional topology
Advisor: Sean Keel
Research Interests: Moduli Spaces of Surfaces
Advisor: Andy Neitzke
Research Interests: Wall-crossing in supersymmetric field theories, hyperkaehler geometry
Advisor: Dan Knopf
Research Interests: Partial Differential Equations and Differential Geometry
Advisor: Daniel Allcock
Research Interests: Geometric Group Theory
Advisor: David Ben-Zvi
Research Interests: Geometric Representation Theory
Advisor: Andrew Blumberg
Research Interests: Algebraic K-Theory
Advisor: Tim Perutz
Research Interests: Floer theory
Advisor: Andrew Blumberg
Research Interests: Homotopy theory, higher category theory, and derived algebraic geometry
Advisor: David Ben-Zvi
Research Interests: Geometric Langlands program, TQFT
Advisor: Andrew Neitzke
Research Interests: Hyperkahler geometry, cluster algebras
Advisor: Alan Reid
Research Interests: Geometric topology
Advisor: Dan Knopf
Research Interests: Ricci flow, Geometric analysis, Partial differential equations
Advisor: Sean Keel
Research Interests: moduli space of curves, degenerations of surfaces
Advisor: Sean Keel
Research Interests: Moduli spaces
Advisor: Cameron Gordon
Research Interests: Knot theory and 3-manifold topology, in particular reducible Dehn surgery