论文标题

$ p $ - 支付潜力的渐近行为在渐近圆锥形流形中

The asymptotic behaviour of $p$-capacitary potentials in Asymptotically Conical manifolds

论文作者

Benatti, Luca, Fogagnolo, Mattia, Mazzieri, Lorenzo

论文摘要

我们研究了$ p $ - 天然电位的渐近行为以及沿渐近圆锥形的riemannian歧管的末端,具有渐近性非负RICCI曲率的近端集合的弱平均值曲率流动。

We study the asymptotic behaviour of the $p$-capacitary potential and of the weak Inverse Mean Curvature Flow of a bounded set along the ends of an Asymptotically Conical Riemannian manifolds with asymptotically nonnegative Ricci curvature.

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