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Could a foliation by constant mean curvature hypersurfaces cover the existence of most observers in our part of spacetime?

机译:恒定平均曲率过度裂缝可能覆盖我们的时空中大多数观察者的存在吗?

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We present a foliation by constant mean curvature hypersurfaces of a de Sitter space with a thin-wall Coleman-De Luccia bubble of de Sitter space inside, which covers the existence of most observers in our part of spacetime if we are placed in the region outside the bubble.
机译:我们呈现出De Satter空间的恒定平均曲率过度覆盖,其中薄壁Coleman-de Luccia泡沫在里面的De Satter空间,如果我们被放置在外面的地区,我们将覆盖大多数观察者的存在泡沫。

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