论文标题
与$ p $可容纳的能量的等等结果
An isoperimetric result for an energy related to the $p$-capacity
论文作者
论文摘要
在本文中，我们通过用Robin One代替Dirichlet边界条件，将相对$ p $ - 容量的相对$ p $ - 容量为$ k $的概念。我们表明，在数量限制下，当$ k $和$ω$是同心球时，我们的$ p $容量的概念很少。我们使用$ h $功能和derearrangement技术。
In this paper, we generalize the notion of relative $p$-capacity of $K$ with respect to $Ω$, by replacing the Dirichlet boundary condition with a Robin one. We show that, under volume constraints, our notion of $p$-capacity is minimal when $K$ and $Ω$ are concentric balls. We use the $H$-function and a derearrangement technique.
