Using Space Particle Dualism Theory to Solve the Hierarchy Problem

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Abstract

The following paper is based on an approach to quantum gravity the author has been developing since 2005 [1]. In this theory space is quantized by postulating that every particle carries its own quantum of space with it, which is a 2-sphere with two complex dimensions [2, 3]. Different from all other approaches to quantum gravity is that in this theory, which the author calls ‘space particle dualism theory’ the quantums of space do not all have the same size and are not inhabiting the Planck scale, but are comparatively large in size, being just below the subatomic level and having an energy dependent size. In this theory gravity is modeled as differences in the density of elementary spaces. The density of elementary spaces in the absence of gravity determines the strength of gravity. The aim of this paper is to test whether or not this leads to the right strength (or weakness) of gravity. This present paper is not an introduction to the theory, and therefore not all the concepts that are needed to understand it can be introduced at length. A few equations of the theory have to be known to the reader in order to understand the paper.
用空间粒子二元论解决层次问题
下面的论文是基于作者自2005年以来一直在发展的量子引力方法。在这个理论中,空间通过假设每个粒子携带自己的空间量子而量子化,这是一个具有两个复维的2球[2,3]。与其他研究量子引力的方法不同的是,在这个作者称之为“空间粒子二元论”的理论中,空间的量子并不都具有相同的大小,也不属于普朗克尺度,而是相对较大,刚好低于亚原子水平,并且具有与能量相关的大小。在这个理论中,重力被建模为基本空间密度的差异。在没有重力的情况下,基本空间的密度决定了重力的强度。本文的目的是测试这是否会导致重力的正确强度(或弱点)。本文不是对该理论的介绍,因此并不是所有理解该理论所需的概念都可以详细介绍。为了理解这篇论文,读者必须知道这个理论的几个方程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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