Research Papers
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Topological tameness of Margulis
spacetimes (with Suhyoung Choi)
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Crooked surfaces and anti-de Sitter geometry
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Crooked halfspaces
(with Jean-Philippe Burelle, Virginie Charette and
Todd A. Drumm), to appear in L'enseignement mathematique
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Affine cubic surfaces and relative SL(2)-character varieties of
compact surfaces
(with Domingo Toledo)
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Geodesics on Margulis spacetimes
(with Francois Labourie), Ergodic Theory and Dynamical Systems
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Finite-sided deformation spaces of complete affine 3-manifolds
(with Virginie Charette and Todd A. Drumm)
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Affine deformations of the three-holed sphere
(with Virginie Charette and Todd A. Drumm)
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Locally homogeneous geometric manifolds
(ICM2010 invited address)
- Conformally flat manifolds with nilpotent holonomy and the uniformization problem for 3-manifolds.
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Stretching three-holed spheres and the Margulis invariant
(with Virginie Charette and Todd A. Drumm)
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Action of the Johnson-Torelli group on Representation Varieties,
(with Eugene Z. Xia)
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Ergodicity of mapping class group action on SU(2)-character varieties,
(with Eugene Z. Xia),
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Proper affine actions and geodesic flows on hyperbolic surfaces,
(with Francois Labourie and Gregory Margulis)
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Trace coordinates on Fricke spaces of some simple hyperbolic surfaces,
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Higgs bundles and geometric structures on surfaces.
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A Primer on the (2+1)-Einstein Universe,
(with Thierry Barbot, Virginie Charette, Todd A. Drumm, and Karin Melnick)
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Rank one Higgs bundles and fundamental groups of Riemann surfaces,
(with Eugene Z. Xia)
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Remarks on a paper of Mess,
(with Kevin Scannell, Lars Andersson, Thierry Barbot, Riccardo Benedetti, Francesco Bonsante,
Francois Labourie, Jean.-Marc. Schlenker)
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An ergodic action of the outer automorphism group of a free group
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Energy of Twisted Harmonic Maps of Riemann Surfaces,
(with Richard Wentworth)
- What is a ... projective structure?
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The Mapping Class Group acts reducibly on SU(n)-character varieties
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Mapping Class Group Dynamics on Surface Group Representations
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Is the deformation space of complete affine structures on the 2-torus smooth?,
(with Oliver Baues)
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Real projective structures on 2-dimensional orbifolds,
(with Suhyoung Choi)
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Homological action of the modular group on some cubic moduli spaces,
(with Walter D. Neumann).,
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A 3-manifold with no real projective structure,
(with Daryl Cooper)
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Recurrence of geodesics in flat Lorentz 3-manifolds,
(with Virginie Charette and Cathy Jones)
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The complex symplectic geometry of SL(2,C)-characters over surfaces,
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Action of the modular group on real SL(2)-characters of a one-holed torus,
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Complete flat affine and Lorentzian manifolds,
(with Virginie Charette, Todd A. Drumm and Maria Morrill)
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The Margulis Invariant of Isometric Actions on Minkowski (2+1)-Space
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Complex hyperbolic manifolds homotopy-equivalent to a Riemann surface
(with Bernhard Leeb and Michael Kapovich)
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Isospectrality of flat Lorentz 3-manifolds,
(with Todd Drumm)
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Affine Schottky Groups and Crooked Tilings
(with Virginie Charette)
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Flat Lorentz 3-Manifolds and Cocompact Fuchsian Groups
(with Gregory Margulis)
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The Topology of the Moduli space of the Quadruply-Punctured Sphere
(with Robert Benedetto)
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The Geometry of Crooked Planes
(with Todd A. Drumm)
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The Classification of Real Projective Structures on compact surfaces,
(with Suhyoung Choi)
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Ergodic Theory on Moduli Spaces
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Convex real projective structures on closed surfaces are closed
(with S. Choi)
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Convex real projective structures on compact surfaces
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Crooked Planes
(with Todd A. Drumm)
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The deformation theory of representations of fundamental groups of Kaehler manifolds,
(with John Millson, based on a letter
from Pierre Deligne)
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Complete flat Lorentz 3-manifolds with free fundamental group
(with Todd Drumm)
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Nonstandard Lorentz space forms
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Invariant functions and Hamiltonian flows of surface group
representations
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The symplectic nature of fundmental groups of surfaces
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Local rigidity of discrete groups acting on complex hyperbolic space
(with John Millson)
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Topological Components of Spaces of Representations
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Affine manifolds and orbits of algebraic groups
(with Morris Hirsch)
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The radiance obstruction and parallel forms on affine manifolds
(with Morris Hirsch)
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The fundamental group of a compact flat Lorentz manifold
is virtually polycyclic
(with Yoshinobu Kamishima)
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Three-dimensional Affine Crystallographic Groups
(with David Fried)
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Two examples of affine manifolds
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On the polynomial cohomology of affine manifolds
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A generalization of Bieberbach's theorem
(with Morris Hirsch)
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Flat bundles with solvable holonomy II:
Obstruction theory
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Flat bundles with solvable holonomy I
(with Morris Hirsch)
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Affine Manifolds with Nilpotent Holonomy
(with David Fried and Morris Hirsch)
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Characteristic Classes and Representations of Discrete Subgroups of Lie Groups
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Discontinuous Groups and the Euler Class
(Doctoral dissertation, University of California, Berkeley 1980)
This page was last modified October 22, 2024.
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