Papers and Preprints
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Surfaces with generalized second fundamental form
in $L^{2}$ are Lipschitz manifolds, J. Differential Geometry, 39,
(1994), 65-101.
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Geometric conditions and existence of bilipschitz
parameterizations, Duke Mathematical Journal, 77, (1995), 193-227.
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Compactness Properties of Weakly p-Harmonic Maps into
Homogeneous Spaces, with C.Y. Wang, Indiana Univ. Math. J., 44,
(1995), 87-113.
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Harmonic Measure on Locally Flat Domains, with C. Kenig,
Duke Mathematical Journal, 87, (1997), 509-551.
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Square Functions and Harmonic Measure for Elliptic Equations,
with C. Kenig, H. Koch and J. Pipher, Adv. Math. 153 (2000), no. 2, 231--298.