Qing Han

Qing Han is a Professor in the Department of Mathematics at the University of Notre Dame, affiliated with the College of Science. His research focuses on differential geometry and partial differential equations, with expertise in geometric analysis and elliptic equations.

• Education: B.S., Beijing University (1986); M.S. and Ph.D., Courant Institute (1991–1993).

Research interests include isometric embedding of manifolds, curvature analysis, and the geometric properties of PDE solutions. His work bridges differential geometry and nonlinear PDEs, addressing foundational questions in global analysis and geometric structures.

Selected publications highlight contributions to singular set measures, homogeneous solutions in elliptic equations, and the isometric embedding problem. These works appear in top journals like Comm. Pure Appl. Math. and J. Diff. Geometry.

No scientific awards or grants are explicitly listed, though his scholarly output indicates sustained academic contribution. He authored a monograph on isometric embeddings, a key reference in the field.