论文标题

近水压几何方程的谎言点对称性

Lie point symmetries of near-horizon geometry equation

论文作者

Buk, Eryk, Lewandowski, Jerzy, Szereszewski, Adam

论文摘要

在宇宙学常数的4维爱因斯坦真空时期的情况下,所有近极地平线几何方程的谎言点对称是,是地平线零发生器空间的差异性。该结果也被推广到麦克斯韦 - 因斯坦时空。

All the Lie point symmetries of the near extremal horizon geometry equation, in the case of 4-dimensional Einstein vacuum spacetime with cosmological constant, are the diffeomorphisms of the space of the null generators of the horizon. This result is also generalised to the Maxwell-Einstein spacetime.

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