论文标题
变形的特殊相对论以不变的最低速度作为宇宙常数的解释
Deformed Special Relativity with an invariant minimum speed as an explanation of the cosmological constant
论文作者
论文摘要
本文表明，通过对Dirac的大数字假设（LNH）进行更彻底的研究，需要在时空中出现通用最低速度。我们将意识到，应该有一个最低速度$ v $，具有相同的光$ c $速度的状态，但是$ v $具有重力。因此，这样的最低速度在时空中形成了新的运动学基础，从而导致量子世界所谓的对称特殊相对论（SSR）的新变形特殊相对论（DSR）。此外，我们将表明，这种新的时空结构（SSR）揭示了$ v $与优选的参考框架之间的连接，而后台字段的首选参考框架$ s_v $导致宇宙常数$λ$，这可以与宇宙学反重力有关。我们还将调查可观察到的宇宙对氢原子的baryons $ n $（爱丁顿数字）的影响。最后，我们将表明SSR-Metric扮演着具有正宇宙常数的DE特征（DS）的作用，这可能会假设一个很小的值。
This paper shows the need of the emergence of a universal minimum speed in the space-time by means of a more thorough investigation of Dirac's large number hypothesis (LNH). We will realize that there should be a minimum speed $V$ with the same status of the invariance of the speed of light $c$, however $V$ has gravitational origin. Hence, such a minimum speed forms a new kinematic basis in the space-time, thus leading to a new Deformed Special Relativity (DSR) for the quantum world so-called Symmetrical Special Relativity (SSR). Furthermore, we will show that such a new structure of space-time (SSR) reveals a connection between $V$ and a preferred reference frame $S_V$ of background field that leads to the cosmological constant $Λ$, which can be associated with a cosmological anti-gravity. We will also investigate the effect of the number of baryons $N$ (Eddington number) of the observable universe on the Hydrogen atom. Finally, we will show that SSR-metric plays the role of a de-Sitter (dS)-metric with a positive cosmological constant, which could assume a tiny value.
