Microlocal analysis and Monge-Ampere type equations in Geometry — NSF Award to University of Maryland, College Park (MD, $210,000)
This research project concerns questions in geometry, analysis, and algebra that can be formulated in terms of nonlinear partial differential equations. One of the research themes is the existence of canonical shapes and structures on manifolds or geometric spaces, related to the original work of Riemann on curvature a
| Award title | Microlocal analysis and Monge-Ampere type equations in Geometry |
|---|---|
| Award ID | 2506872 |
| Awardee | University of Maryland, College Park |
| City | COLLEGE PARK |
| State | MD |
| Amount obligated | $210,000 |
| Principal investigator | Yanir Rubinstein |
| Program | GEOMETRIC ANALYSIS |
| Start date | 07/01/2025 |
| Abstract | This research project concerns questions in geometry, analysis, and algebra that can be formulated in terms of nonlinear partial differential equations. One of the research themes is the existence of canonical shapes and structures on manifolds or geometric spaces, related to the original work of Riemann on curvature and Einstein's equations of general relativity. The analytic techniques to be developed in this project are expected to be useful to researchers working in geometry, physics, and re |
| Source | NSF Awards |
$799/mo
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