Chang, Sun-Yung Alice - Department of Mathematics, Princeton University

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Chang, Sun-Yung Alice - Department of Mathematics, Princeton University

REGULARITY OF A FOURTH ORDER NON-LINEAR PDE WITH CRITICAL EXPONENT
CONFORMAL INVARIANTS ASSOCIATED TO A MEASURE, I: POINTWISE INVARIANTS
ON A CONFORMAL GAP AND FINITENESS THEOREM FOR A CLASS OF FOUR MANIFOLDS
A Note on a Class of Higher Order Conformally Covariant Equations
ON A FOURTH ORDER PDE IN CONFORMAL GEOMETRY Sun-Yung A. Chang
Entire Solutions of a Fully Nonlinear Equation Sun-Yung A. Chang 1 , Matthew J. Gursky, and Paul C. Yang 2
A class of variational functionals in conformal Sun-Yung Alice Chang
ON ZETA FUNCTIONAL DETERMINANT BY SUN-YUNG ALICE CHANG
ON A FOURTH ORDER CURVATURE INVARIANT Sun-Yung A. Chang and Paul C. Yang
COMPACTIFICATION OF A CLASS OF CONFORMALLY FLAT 4-MANIFOLD
ON UNIQUENESS OF SOLUTION OF A n-TH ORDER DIFFERENTIAL EQUATION IN CONFORMAL GEOMETRY
Conformal Invariants and Partial Differential Sun-Yung Alice Chang
A Regularity Theory of Biharmonic Maps SUNYUNG A. CHANG
CONFORMAL INVARIANTS ASSOCIATED TO A MEASURE, II: CONFORMALLY COVARIANT OPERATORS
AN A PRIORI ESTIMATE FOR A FULLY NONLINEAR EQUATION ON FOUR{MANIFOLDS
ON THE CHERN-GAUSS-BONNET INTEGRAL FOR CONFORMAL METRICS ON R 4
Extremal Functions for a Mean Field Equation in Two Dimension
SOME PROGRESS IN CONFORMAL GEOMETRY Sun-Yung A. Chang, Jie Qing and Paul Yang
Partial di erential equations related to the Gauss-Bonnet-Chern integrand on 4-manifolds
REGULARITY OF HARMONIC MAPS Sun-Yung A. Chang, Lihe Wang and Paul C. Yang
An Equation of Monge-Ampere type in conformal geometry, and four-manifolds of positive Ricci curvature
LECTURE NOTES AT UTAH GEOMETRY SUMMER SCHOOL BY S.Y. ALICE CHANG
Nonlinear elliptic equations in conformal geometry