论文标题
在各向异性地平线的最内向光环处紧凑的上限
Upper bounds on the compactness at the innermost light ring of anisotropic horizonless spheres
论文作者
论文摘要
在各向同性地平线无球的背景下，HOD最近提供了与主要能量和非负痕量条件的最内向光环上紧凑性结合的分析证明。在这项工作中，我们将各向同性球体的讨论扩展到各向异性球体。在相同的主要能量和非负痕量条件下，我们证明HOD的结合在各向异性地平面球体的情况下也保持不变。
In the background of isotropic horizonless spheres, Hod recently provided an analytical proof of a bound on the compactness at the innermost light ring with the dominant energy and non-negative trace conditions. In this work, we extend the discussion of isotropic spheres to anisotropic spheres. With the same dominant energy and non-negative trace conditions, we prove that Hod's bound also holds in the case of anisotropic horizonless spheres.
