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ON THE GAUSS-BONNET GRAVITY

机译:在高斯 - 帽子重力

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摘要

We argue that propagation of the gravitational field in the extra dimension ismotivated by physical realization of second iteration of self interaction of gravity and it is described by the Gauss-Bonnet term. The most remarkable feature of Gauss-Bonnet gravity is that at high energy it radically transforms radial dependence from inverse to proportionality as the singularity is approached and thereby makes it weak. A similar changeover also occurs in the approach to the singularity in loop quantum gravity. It is analogous to Planck's law of radiation where a similar change occurs for high and low energy behavior. This is how it seems to anticipate in qualitative terms and in the right sense the quantum gravity effect in 5 dimensions where it is physically non-trivial. The really interesting question is, could this desirable feature be brought down to the 4-dimensional spacetime by dilatonic coupling to the Gauss-Bonnet term or otherwise?
机译:我们认为,通过物理实现重力的自相互作用的第二次迭代的物理实现,引力场在额外的尺寸中的传播,并且由高斯 - 发动机帽术语描述。高声引擎重力的最显着特征是,在高能量下,随着奇点接近奇异性并且因此使其变弱,它在高能量上变化径向依赖性。在环状量子重力中的奇异性的方法中也发生了类似的转换。对于Planck的辐射定律类似,高低能量行为发生类似的变化。这似乎如何预期定性术语,并且在右侧意义上,在5维度中的量子重力效应在物理上是非微不足道的。真正有趣的问题是,这种理想的特征可以通过Dexaton耦合到高斯 - 发动机帽术语或以其他方式达到4维空间?

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