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EVOLVING NEWTON'S CONSTANT IN HIGHER DERIVATIVE THEORIES

机译:在更高衍生物理论中发展牛顿的常量

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In this paper we will discuss about the derivation of an effective Newtonian gravitational constant for a class of higher derivative theories and we will use the primordial nucleosynthesis bounds and the local gravity constraints on Ge f f in order to test the viability of several cases of our general Lagrangian. Finally, we will also consider modified gravity models with an arbitrary coupling between matter and geometry and we will follow the same programme.
机译:在本文中,我们将讨论一类更高衍生物理论的有效牛顿引力常数的推导,我们将使用GE FF的原始核酸合成界和局部重力限制,以便测试几个普通案例的生存能力拉格朗安。最后,我们还将考虑改进的重力模型,在物质和几何之间具有任意耦合,我们将遵循相同的程序。

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