Nicola Fusco 氏


The Faber-Krahn inequality states that balls are the unique minimizers of the first eigenvalue of the $p$-Laplacian among all sets with a fixed volume. We will discuss a sharp quantitative form of this inequality. This extends to the case $p>1$ a recent result proved by Brasco, De Philippis and Velichkov for the Laplacian.

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  • seminar/2018/019.txt
  • 最終更新: 2021/02/11 11:09
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