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arXiv 1205.2158gr-qcastro-ph.COhep-th
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从双度规引力导出质量引力

Massive gravity from bimetric gravity

Valentina Baccetti, Prado Martin-Moruno, Matt Visser

摘要:

我们讨论了质量引力和双度量引力之间的微妙关系,特别关注质量引力可以被看作是双度量引力的一个合适的极限的方式。限制程序比目前所认识到的更为微妙。具体地说,这种限制过程不应该不必要地限制背景度规,而背景度规必须由大质量引力理论本身从外部指定。在双度规理论中,人们总是有两套度规运动方程,这一事实即使在大质量引力极限下也会继续产生影响,导致除了天真地预期的一套运动方程之外,还有额外的约束。因此,由于在动力学项为零的极限下,双度量引力的解也是有质量引力的解,但相反的陈述不一定为真,因此在理论的参数空间中不存在完全连续性。特别地,我们研究了在参数空间中连续的大质量宇宙学解,表明许多有趣的宇宙学都属于这一类。

英文摘要:

We discuss the subtle relationship between massive gravity and bimetric gravity, focusing particularly on the manner in which massive gravity may be viewed as a suitable limit of bimetric gravity. The limiting procedure is more delicate than currently appreciated. Specifically, this limiting procedure should not unnecessarily constrain the background metric, which must be externally specified by the theory of massive gravity itself. The fact that in bimetric theories one always has two sets of metric equations of motion continues to have an effect even in the massive gravity limit, leading to additional constraints besides the one set of equations of motion naively expected. Thus, since solutions of bimetric gravity in the limit of vanishing kinetic term are also solutions of massive gravity, but the contrary statement is not necessarily true, there is not complete continuity in the parameter space of the theory. In particular, we study the massive cosmological solutions which are continuous in the parameter space, showing that many interesting cosmologies belong to this class.

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