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Zhihan Wang is a PhD graduate from Princeton University with a focus on differential geometry and geometric analysis. His research primarily centers on geometric variation and evolution problems, including minimal surfaces and mean curvature flow, harmonic maps and heat flows, as well as Einstein manifolds and Ricci flow. He has contributed to the field through several publications in reputable journals, including 'Geometric Functional Analysis' and 'Calculus of Variations and Partial Differential Equations'. Wang is currently a Klarman Fellow at Cornell University, where he continues to pursue his academic interests within the Department of Mathematics.
Department of Architecture