Richard S. Hamilton
Appearance
Richard S. Hamilton | |
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Born | Richard Streit Hamilton January 10, 1943 Cincinnati, Ohio, U.S. |
Died | September 29, 2024 | (aged 81)
Alma mater | Yale University (BA) Princeton University (PhD) |
Known for | Convergence theorems for Ricci flow Dirichlet problem for harmonic maps and harmonic map heat flow Li–Yau inequalities for Ricci flow and other geometric flows Maximum principle for parabolic systems Nash–Moser theorem Ricci flow with surgery in four dimensions for positive isotropic curvature |
Awards | Veblen Prize (1996) Clay Research Award (2003) Leroy P. Steele Prize (2009) Shaw Prize (2011) |
Scientific career | |
Fields | Mathematics |
Institutions | Cornell University University of California, San Diego Columbia University University of Hawaiʻi at Mānoa |
Thesis | Variation of structure on Riemann surfaces (1969) |
Doctoral advisor | Robert Gunning |
Doctoral students | Martin Lo |
Richard Streit Hamilton (January 10, 1943 – September 29, 2024) was an American mathematician. He was a professor at Columbia University. He was known for his works about geometric analysis and partial differential equations. His works helped create the theory of Ricci flow.
Hamilton died on September 29, 2024, at the age of 81.[1]
References
[change | change source]- ↑ "Richard Streit Hamilton 1943–2024". Columbia Mathematics Department. October 2, 2024. Retrieved October 2, 2024.