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Hung-Hsi Wu is a prominent figure in the field of mathematics, particularly known for his contributions to real and complex geometry as well as mathematics education. He has conducted extensive research on Kähler manifolds and has published several pivotal works that explore the intricacies of geometric structures and their applications. His publications have been influential in advancing the understanding of mathematical theories, particularly in relation to curvature properties and the historical development of significant mathematical theorems such as the Gauss-Bonnet theorem. Wu has participated in international congresses and has engaged actively in discussions centered around the role of mathematicians in education, emphasizing the importance of K-12 mathematics education. His work has earned him recognition in the academic community, and he continues to be a vital resource for students and educators alike.
The Mathematics Subject GRE is required for the Fall 2026 admissions cycle. General GRE is optional.