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Hang, Fengbo - Department of Mathematics, Courant Institute of Mathematical Sciences, New York University
SHARP INTEGRAL INEQUALITIES FOR HARMONIC FENGBO HANG, XIAODONG WANG, AND XIAODONG YAN
ON A CLASS OF LOCALLY CONFORMALLY FLAT MANIFOLDS SUN-YUNG A. CHANG, FENGBO HANG, AND PAUL C. YANG
TOPOLOGY OF SOBOLEV MAPPINGS II FENGBO HANG AND FANGHUA LIN
ON THE WEAK LIMITS OF SMOOTH MAPS FOR THE DIRICHLET ENERGY BETWEEN MANIFOLDS
ON A CONJECTURE OF SCHROEDER AND STRAKE FENGBO HANG AND XIAODONG WANG
ON THE INTEGRAL SYSTEMS RELATED TO HARDY-LITTLEWOOD-SOBOLEV INEQUALITY
ON APPLICABILITY OF THE SPARSE GRID METHOD IN THE WORST CASE SETTING
INTEGRAL IDENTITIES AND MINKOWSKI TYPE INEQUALITIES INVOLVING SCHOUTEN TENSOR
AN INTEGRAL EQUATION IN CONFORMAL GEOMETRY FENGBO HANG, XIAODONG WANG, AND XIAODONG YAN
ON THE HIGHER ORDER CONFORMAL COVARIANT OPERATORS ON THE SPHERE
A REMARK ON THE EXISTENCE OF SUITABLE VECTOR FIELDS RELATED TO THE DYNAMICS OF SCALAR
A NEW APPROACH TO SOME NONLINEAR GEOMETRIC EQUATIONS IN DIMENSION TWO
Manuscript submitted to Website: http://AIMsciences.org AIMS' Journals
THE SOBOLEV INEQUALITY FOR PANEITZ OPERATOR ON THREE MANIFOLDS
A REMARK ON ZHONG-YANG'S EIGENVALUE ESTIMATE FENGBO HANG AND XIAODONG WANG
