论文标题
重力几何三位一体中的能量和熵
Energy and entropy in the Geometrical Trinity of gravity
论文作者
论文摘要
所有能量都是重力能量。这就是等价原理的结果，根据其重力是普遍的相互作用。这种互动的物理费用仍然没有公开，但是几何三位一体的出现为这一基础问题打开了一种新方法。在这里，它显示出对伯格曼·汤姆森（Bergmann-Thomson），库珀斯托克（Cooperstock），爱因斯坦（Einstein），冯·弗洛伊德（von Freud），兰道 - 利法兹（Landau-Lifshitz），帕帕帕普（Papapetrou），帕帕普特（Papapetrou），帕帕普特（Papapetrou）和温伯格（Weinberg）的先前非交流方法的独立统一。首先，为通用的palatini重力理论得出了Noether电流，再加上通用物质字段，然后是规范的，即唯一的电荷是牢固地得出和分析的，尤其是在度量远程处理以及一般相对性的对称远程平行版中。这些结果及其在黑洞和引力波中的应用是新的。
All energy is gravitational energy. That is the consequence of the equivalence principle, according to which gravity is the universal interaction. The physical charges of this interaction have remained undisclosed, but the Adventof the Geometrical Trinity opened a new approach to this foundational problem. Here it is shown to provide a background-independent unification of the previous, non-covariant approaches of Bergmann-Thomson, Cooperstock, Einstein, von Freud, Landau-Lifshitz, Papapetrou and Weinberg. First, the Noether currents are derived for a generic Palatini theory of gravity coupled with generic matter fields, and then the canonical i.e. the unique charges are robustly derived and analysed, particularly in the metric teleparallel and the symmetric teleparallel versions of General Relativity. These results, and their application to black holes and gravitational waves, are new.
