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The papers are in .pdf format.
-The Plateau problem in Alexandrov Spaces
with P. Zulkowski. preprint
-Fixed point and rigidity theorems for harmonic
maps from simplicial complexes to NPC spaces with G. Daskalopoulos.
Accepted to Geometriae Dedicata (available online)
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Local uniformization and free boundary regularity of minimal singular surfaces
with S. Yamada. preprint
-
Regularity theorems for harmonic maps between singular space
with G. Daskalopoulos. preprint
-Harmonic maps from simplicial
complexes and geometric rigidity with G. Daskalopoulos.
J. Differential Geom. 78 (2008), no. 2, 269--293
-Harmonic maps from
two-complexes with G. Daskalopoulos. Communications in
Analysis and Geometry 14 (2006) 497-549.
-The parameterized Steiner problem and
the singular Plateau Problem via energy with S. Yamada.
Transactions of the American Mathematical Society 358 (2006)
2875-2895.
-Harmonic
maps and minimal surfaces in singular geometry. Clay Mathematics
Proceedings 2 (2005) 773-782.
-Regularity of Harmonic maps from a flat complex. Variational
Problems in
Riemannian Geometry: Bubbles, Scans and Geometric Flows.
Progress in Non-Linear Differential Equations. Editor: P.
Baird et. al.
-A variational construction of
the Teichmuller map. Calculus of Variations 21 (2004) 15-46.
-Uniqueness
theorems for harmonic maps into metric spaces.
Communications in Contemporary Mathematics 4 (2002) 725-750.
-Harmonic maps into spaces with an
upper curvature bound in the sense of Alexandrov. Math. Z. 242
(2002) 633-661.
-Harmonic maps between surfaces and
Teichmuller spaces. American Journal of Mathematics 124 (2002)
451-481.
-Curvature of minimal surfaces in
singular spaces. Communications in Analysis and Geometry 9 (2001)
3-34.
-The Bernstein problem for
complete Lagrangian stationary surfaces. Proceedings of the
American Mathematical Society. 129 (2000) 573-580.
-Some properties of minimal
surfaces in singular spaces. Transactions of the American
Mathematical Society 352 (2000) 3957-3969.
-Structure of singular spaces of
dimension 2. Manuscripta Mathematica 100 (1999) 375-389.
-Minimal surfaces and conformal mappings into singular spaces. Thesis
at Stanford University.
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