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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个指标

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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 [45,53], 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:凭借一些理由,物理学家认为,牛顿方程式的熟悉性质与牛顿方程的解决方案的性质之间应该存在对应关系。二十多年前首次证明的积极大众定理(PMT)[45,53],是这种信仰的显着证明。然而,与一般相对论的质量有关的基本数学问题仍然存在与准局部质量的定义和性质相关。中央主题是具有非负标量曲率的度量的结构,并且最小区域2 - 球体(黑洞)发挥的作用。

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