关于Kerr-NUT时空的正则化：I
On the Regularization of Kerr-NUT spacetime: I
摘要：
在广义相对论远程平行等价（TEGR）理论框架下，利用与坐标无关的引力能-动量和黎曼联络1-形式${\widetildeΓ_α}^β$两种方法计算了Kerr-NUT时空的总能量和动量.已经表明，这两种方法给出了相同的不可接受的结果，即，不同的价值。因此，一个局部的洛伦兹变换，发挥了正则化工具的作用，它减去惯性效应，而不扭曲真正的引力贡献，已被建议。这种变换使所得到的时空保持为TEGR运动方程的解。
英文摘要：
Within the framework of teleparallel equivalent of general relativity (TEGR) theory, calculation of the total energy and momentum of Kerr-NUT spacetimes have been employed using two methods of the gravitational energy-momentum, which is coordinate independent, and the Riemannian connection 1-form, ${\widetildeΓ_α}^β$. It has been shown that the two methods give the same an unacceptable result, i.e., divergent value. Therefore, a local Lorentz transformation that plays a role of a regularizing tool, which subtracts the inertial effects without distorting the true gravitational contribution, has been suggested. This transformation keeps the resulting spacetime to be a solution of the equations of motion of TEGR.
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