论文标题
基于同质洛伦兹组的非分角动力学量子阳性重力理论
A Non-Geometrodynamic Quantum Yang-Mills Theory of Gravity Based on the Homogeneous Lorentz Group
论文作者
论文摘要
在本文中，我们提出了一个基于庞康仪理论一般框架中均匀的洛伦兹组的非分角动力学量子阳性重力理论。这种治疗方法的障碍是，首先，用于此目的的量规组是非紧凑的。另一方面，具有非压缩群体的杨利尔理论很少健康，文献中只有少数情况。其次，尚不清楚如何在没有动力学的情况下直接观察时空波的直接观察。我们表明，该理论是统一的，并且可以与单环扰动重归于。尽管在我们的提议中，重力与类似于重力的任何基本粒子无关，但可以解释经典的螺旋性两个时空波。也提出了我们提案的现场方程的五种基本确切解决方案。我们还讨论了一些实验测试，这些测试可以伪造提出的杨利尔理论。
In this paper, we present a non-geometrodynamic quantum Yang-Mills theory of gravity based on the homogeneous Lorentz group within the general framework of the Poincare gauge theories. The obstacles of this treatment are that first, on the one hand, the gauge group that is available for this purpose is non-compact. On the other hand, Yang-Mills theories with non-compact groups are rarely healthy, and only a few instances exist in the literature. Second, it is not clear how the direct observations of space-time waves can be explained when space-time has no dynamics. We show that the theory is unitary and is renormalizable to the one-loop perturbation. Although in our proposal, gravity is not associated with any elementary particle analogous to the graviton, classical helicity-two space-time waves are explained. Five essential exact solutions to the field equations of our proposal are presented as well. We also discuss a few experimental tests that can falsify the presented Yang-Mills theory.
