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Renormalized relaxed Lagrangian solutions for SG in physical space

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Mathematics for the Fluid Earth

A new, relaxed notion of Lagrangian solutions for SG in physical space will be introduced. The main motivation is the search for physical space solutions in the case of singular data in dual space. Existence and a weak stability result will be proved, along with an energy conservation result which comes as a consequence of the renormalization property. This presentation is based on joint work with M. Feldman (U. Wisconsin-Madison).

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

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