论文标题
半riemannian几何形状和引力场的能量动量应力张量中的雅各比曲率操作员
The Jacobi Curvature Operator in Semi Riemannian Geometry and the Energy Momentum Stress Tensor of the Gravitational Field
论文作者
论文摘要
我们给出了一种理由，以概括一般相对论中能量动量应力张量的概念，这导致雅各比曲率张量是总能量应激的实施例，包括一般相对论中的重力。
We give a justification for generalizing the notion of the energy momentum stress tensor in general relativity which results in the Jacobi curvature tensor being the embodiment of total energy momentum stress including gravity in general relativity.
