Optimal Transport, Regularity, and Branched Microstructures — NSF Award to Georgia Tech Research Corporation (GA, $204,069)
A great number of problems in physics, mathematics and other scientific disciplines are variational, that is, their solutions are obtained by optimizing cost or energy functions subject to certain constraints. A classical question, for instance, is concerned with the most efficient way to move resources from one place
| Award title | Optimal Transport, Regularity, and Branched Microstructures |
|---|---|
| Award ID | 2453121 |
| Awardee | Georgia Tech Research Corporation |
| City | ATLANTA |
| State | GA |
| Amount obligated | $204,069 |
| Principal investigator | Tobias Ried |
| Program | ANALYSIS PROGRAM |
| Start date | 07/15/2025 |
| Abstract | A great number of problems in physics, mathematics and other scientific disciplines are variational, that is, their solutions are obtained by optimizing cost or energy functions subject to certain constraints. A classical question, for instance, is concerned with the most efficient way to move resources from one place to another. The mathematical theory addressing this is the theory of optimal transport. It has deep connections to analysis, geometry, and probability, and plays a central role in |
| Source | NSF Awards |
$799/mo
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