BIRS Workshop Lecture Videos
On the first eigenvalue of the p-Laplacian with Robin boundary conditions Kovarik, Hynek
In this talk we will consider the $p$-Laplace operator with Robin boundary conditions on Euclidean domains with sufficiently regular boundary. In particular, it will be shown how the asymptotic behavior of the first eigenvalue, when the strength of the (negative) boundary term grows to infinity, depends on the geometry of the domain. Localization of the corresponding minimizers is discussed as well. This is a joint work with Konstantin Pankrashkin.
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