معرفی
Lu Wang is a Professor of Mathematics at Yale University, based in the Department of Mathematics. She holds a PhD from MIT (2011), advised by Tobias H. Colding. Prior to Yale, she held positions at institutions including MSRI, Johns Hopkins University (JHU), Imperial College London, University of Wisconsin-Madison (UW-Madison), Institute for Advanced Study (IAS), and Caltech.
Research Interests: Professor Wang specializes in differential geometry, geometric analysis, and partial differential equations, with a focus on geometric flows (mean curvature flow, Ricci flow, harmonic map heat flow) and minimal surfaces. Her work explores self-similar solutions (solitons), asymptotic structure of singularities, and applications of entropy theory pioneered by Colding-Minicozzi. Current investigations include entropy-driven dynamics in geometric flows and topological properties of self-expanders and shrinkers.
Publications: Her research output highlights studies on entropy stability, uniqueness of solitons, and moduli spaces of self-expanders/shrinkers. Recent work emphasizes geometric flows' role in connecting analysis, topology, and geometry, with contributions to entropy-minimizing solutions and asymptotic behavior analysis. Over 20 peer-reviewed articles demonstrate her expertise in geometric analysis.
Lab/Team: No lab/team explicitly mentioned, though her research likely involves collaborations in geometric analysis networks.
