| Date | SPEAKER | Host |
|---|---|---|
| September 4 | Yuan Gao, Purdue University TITLE: Optimal Transport in Inhomogeneous Media: Convergence of Gradient Flows and the Effective Wasserstein Metric ABSTRACT: The Fokker–Planck equation with rapidly oscillating coefficients can be formulated as a gradient flow in Wasserstein space, involving both inhomogeneous dissipation and oscillatory free energy. Using an evolutionary Gamma-convergence approach, we derive the homogenized dynamics, which retain the gradient flow structure in a limiting homogenized Wasserstein space. We will also discuss a comparison between the limiting Wasserstein distance induced by the gradient flow and the direct Gromov–Hausdorff limit of the Wasserstein distance. |
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| September 11 |
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| September 18 | Dallas Albritton, University of Wisconsin - Madison
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Novack |
| September 19 (Special Colloquium) | Kevin Zumbrun, Indiana University, Bloomington
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Novack and Liu, Baiying |
| September 25 |
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| October 9 | Cheng Yu, University of Florida
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Wang |
| October 16 |
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| October 23 |
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| November 20 | Razvan-Octavian Radu, Princeton University TITLE: ABSTRACT : |
Novack |
| November 27 |
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| December 11 |
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