如何利用Starobinsky暴胀势加上Alder、Bazin和Schiffer的论证作为径向加速度来获得宇宙常数何时何地形成的一阶近似

A. Beckwith
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引用次数: 1

摘要

使用克劳德增强量子化作为一种方法来指定宇宙常数作为引力子质量的基线,我们最终会得到,然后我们会得到。用斯塔宾斯基势代替式(3)和式(3)中使用的N项。从这里,我们将以某种方式来描述宇宙常数可能被设定的条件。。这个想法还描述了一个时空的状态,在那里初始扰动/开始膨胀实际上发生了,正如在文件的最后部分所暗示的那样。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
How to Use Starobinsky Inflationary Potential Plus Argument from Alder, Bazin, and Schiffer as Radial Acceleration to Obtain First Order Approximation as to Where/When Cosmological Constant May Form
Using the Klauder enhanced quantization as a way to specify the cosmological constant as a baseline for the mass of a graviton, we eventually come up and then we will go to the . Starobinsky potential as a replacement for the term N used in Eq. (3) and Eq,. (4). From there we will read in a way to describe conditions allowing for where the cosmological constant may be set. The idea also is to describe a regime of space-time where the initial perturbation/ start to inflation actually occurred, as is alluded to in the final part of the document.
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