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Daily Overview |
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Gvp1: Geometric variational problems Location: A704 Session Chair: Fabian Rupp Session Chair: Christian Scharrer | |
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Weak immersions with second fundamental form in a critical Sobolev space ETH Zürich, Switzerland
Over the past decade, generalizations of the Willmore energy to even dimensional submanifolds of the Euclidean space have been subject to numerous works, due to their relation to renormalized volume of minimal submanifolds in Poincaré-Einstein manifolds and their applications to AdS/CFT correspondence.
I will present an analytical framework, recently developed in a collaboration with Tristan Rivière, in order to address variational problems concerning these generalized Willmore energies.
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