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Soliton resolution on wormholes

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If you have a question about this talk, please contact Scott Melville.

Soliton resolution conjecture asserts that generic global-in-time solutions of nonlinear dispersive equations asymptotically resolve into a coherent structure and outgoing radiation. In my talk I will discuss two simple models, involving equivariant wave maps on wormholes, which provide an attractive testing ground for understanding this conjecture.

This talk is part of the Wednesday HEP-GR Colloquium series.

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