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Mass and 3-metrics of Non-negative Scalar Curvature

机译:非负标量曲率的质量和3度量

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摘要

Physicists believe, with some justification, that there should be a correspondence between familiar properties of Newtonian gravity and properties of solutions of the Einstein equations. The Positive Mass Theorem (PMT), first proved over twenty years ago, is a remarkable testament to this faith. However, fundamental mathematical questions concerning mass in general relativity remain, associated with the definition and properties of quasi-local mass. Central themes are the structure of metrics with non-negative scalar curvature, and the role played by minimal area 2-spheres (black holes).
机译:物理学家有理由相信,牛顿引力的熟悉性质和爱因斯坦方程解的性质之间应该有对应关系。正质量定理(PMT)于20年前首次被证明,是对这一信念的非凡证明。但是,有关广义相对论质量的基本数学问题仍然存在,与准局部质量的定义和性质有关。中心主题是具有非负标量曲率的度量结构,以及最小面积2球体(黑洞)所扮演的角色。

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