Fengbo Hang

Fengbo Hang is an Associate Professor of Mathematics at New York University, Department of Mathematics. His research focuses on geometric analysis. Hang holds a Ph.D. in Mathematics from New York University, USA, and a B.S. in Mathematics from Tsinghua University, China. His work includes studies on integral systems related to Hardy-Littlewood-Sobolev inequality, Faddeev knots in general Hopf dimensions, and rigidity theorems for compact manifolds with boundary and positive Ricci curvature. He is affiliated with the Courant Institute of Mathematical Sciences at New York University.

Fengbo Hang is a researcher at the Courant Institute, New York University, specializing in Analysis and partial differential equations. His work focuses on Sobolev mappings, integral systems, and geometric analysis, with particular emphasis on Q-curvature, conformal geometry, and harmonic functions. He has contributed to the study of rigidity theorems, Paneitz operators, and the behavior of Green's functions on manifolds. His research also includes topics such as lattice sums, conformal covariant operators, and the fourth-order Q curvature equation. Hang's publications often intersect with geometric analysis and the study of nonlinear equations in two dimensions.