分形量子引力

Shuming Li, Lihua Li Huang, Shuwei Li, Shuyun Li
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引用次数: 0

摘要

分形量子引力理论以空间间隔、时间间隔和能量积的最小物理常数为基础,证明了每一个粒子或物理系统都是由这些分形结构中的最小单位组成的。广义相对论是量子效应可忽略时FQG方程的近似值,而量子理论是空间、时间和能量之间的相互作用非常弱或可忽略时FQG方程的近似值。从FQG方程可以推导出定常作用原理。通过FQG方程可以得到可能存在的基本粒子的质量范围和宇宙的加速膨胀演化模型。该FQG方程几乎满足了量子引力理论的所有要求,并且不需要自由常数。FQG理论有望提供一种计算粒子物理和广义相对论标准模型中所有自由常数的新方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Fractal Quantum Gravity
Based on the smallest physical constant of the product of space interval, time interval, and energy, the fractal quantum gravity (FQG) theory has demonstrated that every particle or physical system consists of these smallest units in fractal structures. The general relativity is an approximation of the FQG equation when the quantum effect is negligible, while the quantum theory is an approximation of the FQG equation when the interaction between space, time, and energy is very weak or negligible. The stationary-action principle can be derived from the FQG equation. The mass range of possibly existing elementary particles and an accelerating expansion evolution model of the universe can be obtained through the FQG equation. This FQG equation satisfied almost all the requirements of a quantum gravity theory and there is no free constant needed in the FQG theory. It looks promising that the FQG theory may offer a novel way to calculate all the free constants in the Standard Model of particle physics and general relativity.
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