Probabilistic Models with Boundary: Symmetries and Asymptotics — NSF Award to OHIO STATE UNIVERSITY, THE (OH, $157,662)
A major goal of modern probability is to understand the macroscopic behavior of large random systems. This project studies a class of random growth models taking place in different geometric settings and will develop new tools effective for these structures; the aim is to understand the behavior of these systems and th
| Award title | Probabilistic Models with Boundary: Symmetries and Asymptotics |
|---|---|
| Award ID | 2451487 |
| Awardee | OHIO STATE UNIVERSITY, THE |
| City | COLUMBUS |
| State | OH |
| Amount obligated | $157,662 |
| Principal investigator | Jimmy He |
| Program | PROBABILITY |
| Start date | 09/01/2024 |
| Abstract | A major goal of modern probability is to understand the macroscopic behavior of large random systems. This project studies a class of random growth models taking place in different geometric settings and will develop new tools effective for these structures; the aim is to understand the behavior of these systems and the impact of the underlying geometry on this behavior. These systems, for example, might be used to model the growth of cancer along a wall or a cylinder. The extensive algebraic st |
| Source | NSF Awards |
$799/mo
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