معرفی
Dr. Yujie Wu is a postdoctoral researcher at the University of Potsdam (Institute of Mathematics), working under the ERC project Comparison and rigidity for scalar curvature "COMSCAL" led by Rudolf Zeidler until summer 2026. Starting fall 2026, they will join Carnegie Mellon University as a postdoc mentored by Robin Neumayer. They earned their PhD in Mathematics from Stanford University (2020–2025) under Otis Chodosh, with prior academic training including a Master’s thesis under Tristan Rivière.
- Current Position: Postdoc Researcher, University of Potsdam
- Future Position: Postdoc Researcher, Carnegie Mellon University (2026)
- Education: PhD in Mathematics, Stanford University (2025)
Yujie Wu’s research focuses on Differential Geometry, Analysis, and PDEs, particularly the interplay between ambient manifold geometry (e.g., curvature constraints) and the topology of stable minimal surfaces. Recent work explores the Allen-Cahn equation and its connections to minimal surface theory, with applications in nonnegative scalar curvature and mean convex manifolds.
Their publications examine rigidity theorems for minimal hypersurfaces, capillary surfaces in convex manifolds, and stability analysis in 4-manifolds. Key trends include geometric constraints on scalar curvature, boundary geometry, and variational methods in manifold analysis.
Teaching experience spans roles as Teaching Assistant and Course Assistant at Stanford University (2021–2025) and ETH Zurich (2018–2020), covering courses in linear algebra, calculus, PDEs, and algebraic theory.
Yujie has presented talks at prestigious institutions including Rice University, UC Berkeley, and Universität Münster, focusing on geometric analysis and scalar curvature seminars.
