论文标题
配方和间接证明时空的量子波动和用于施用分数量子重力的理由
Formulating and indirectly proving the quantum fluctuations of space-time and a justification for applying fractional quantum gravity
论文作者
论文摘要
众所周知，在量子重力中，空间和时间的几何形状可能会持续波动。这种古老理论的数学表述仍然缺乏。本文提出了超过40年的量子重力理论，其结果是量子引力的方程式成为分数。这种波动的存在被间接证明。另一方面，最近对分数重力引起了人们的注意。尽管这种类型的重力导致了出色的结果，但除了它起作用之外，我们没有任何词根和逻辑上的理由。实际上，我们同时证明了分数重力是由时空的随机量子波动产生的。为了澄清，爱因斯坦 - 希尔伯特理论以及标量场在变形和未变形的迷你up子空间中进行了研究。结果说明了从减速到加速扩张（晚期加速扩张）的过渡。
It is well known that in quantum gravity, the very geometry of space and time is subject to continual fluctuation. The mathematical formulation for this old theory is still lacking. This article formulates this more than forty-year-old theory of quantum gravity, the result of which is that the equations of quantum gravity become fractional. The existence of such fluctuations is proved indirectly. On the other hand, recent attention has been paid to fractional gravity. Although this type of gravity leads to brilliant results, we have no root and logical reason for applying it other than that it works. We actually simultaneously demonstrate that fractional gravity is generated by stochastic quantum fluctuations of space-time. For clarification, Einstein-Hilbert theory along with a scalar field is investigated in deformed and non-deformed minisuperspaces. The results illustrate a transition from decelerated to accelerated expansion (late-time-accelerated expansion).
