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Universal bound on the strong coupling scale of a gravitationally coupled massive spin-2 particle

机译:万有界在引力耦合的自旋2质点的强耦合尺度上

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We find a model-independent upper bound on the strong coupling scale for a massive spin-2 particle coupled to Einstein gravity. Our approach is to directly construct tree-level scattering amplitudes for these degrees of freedom and use them to find the maximum scale of perturbative unitarity violation. The highest scale is Λ 3 = ( m 2 M P ) 1 / 3 , which is saturated by ghost-free bigravity. The strong coupling scale can be further raised to M P if the kinetic term for one particle has the wrong sign, which uniquely gives the amplitudes of quadratic curvature gravity. We also discuss the generalization to massive higher-spin particles coupled to gravity.
机译:我们找到了耦合到爱因斯坦引力的巨大自旋2粒子的强耦合尺度上与模型无关的上限。我们的方法是针对这些自由度直接构建树级散射幅度,并使用它们来找到扰动单一性违规的最大尺度。最高标度为Λ3 =(m 2 M P)1/3,该高度因无重影双引力而饱和。如果一个粒子的动力学项符号错误,则强耦合尺度可以进一步提高到M P,这唯一地给出了二次曲率重力的振幅。我们还将讨论与重力耦合的大量高自旋粒子的推广。

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