3 problems

Let $(M,g)$ be an $n$-dimensional conformally compact ALH manifold without boundary, with well-defined mass $m$ and scalar curvature satisfying … Let the metric at infinity determi…

Clarkson–Mann conjecture. The mass satisfies

Riemannian Horowitz-Myers conjecture. The Wang mass-energy $m$ of $(M,g)$ satisfies $m\ge m_0$, where $m_0$ is the mass of the Horowitz-Myers geon having least mass among all Horow…