Xianghong Gong

Xianghong Gong is a Professor in the Department of Mathematics at the University of Wisconsin-Madison, maintaining an active research and teaching profile. His office is located in 703 Van Vleck Hall with office hours held Tuesdays and Fridays from 11 am to noon, or by appointment. He teaches undergraduate courses including Math 319 (Techniques in ODEs) in Spring 2024.

His research centers on Several Complex Variables and Dynamical Systems, with specific expertise in CR geometry, boundary value problems for the dbar operator, pseudoconvex domains, and complex manifold theory. Key contributions include foundational work on CR singularities, the Newlander-Nirenberg theorem, and neighborhood equivalence problems for complex submanifolds.

Analysis of his 15 most recent publications (2016-2025) reveals consistent focus on boundary regularity, equivalence problems, and geometric structures in complex analysis. His work predominantly addresses theoretical questions in Several Complex Variables, frequently involving collaborations with Laurent Stolovitch and other leading mathematicians, with emerging trends toward minimal smoothness conditions and global analysis.

Scientific awards: None listed in source materials.

Advising and grants: No formal advisees are documented. Research is supported by multiple NSF grants (notably DMS-2347824 funding the June 2024 Junior Workshop in Several Complex Variables) and a Simons collaboration grant, reflecting sustained external funding for complex analysis research.