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Stochastic Ricci Flow

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RGMW06 - RGM follow up

The Ricci Flow on surfaces evolves the Riemannian metric to the constant curvature metric in the same conformal class. It has a natural interpretation as an infinite dimensional gradient flow. We describe the corresponding Langevin dynamics and its relation to Liouville theory. Joint work with Hao Shen.

This talk is part of the Isaac Newton Institute Seminar Series series.

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