新的弯曲时空Dirac方程--关于反常旋磁比
New Curved Spacetime Dirac Equations - On the Anomalous Gyromagnetic Ratio
摘要：
我提出了三个新的弯曲时空版本的狄拉克方程。这些方程主要是为了试图以自然的方式解释费米子的反常旋磁比。导出的方程表明，粒子，包括被认为是一个点粒子的电子确实有一个有限的空间尺寸，这是观察到的异常旋磁比的原因。该理论的一个偶然结果是，该方程中的两个方程在其正能量解和负能量解中表现出不对称性，其中的第一个建议很明显，可以解决为什么电子和μ子--尽管它们非常相似--表现出质量不对称性的问题。电子自旋通常被认为是处于高能态的电子。三个方程的另一个结果来自其中两个方程的能量解的不对称偶然性，这就是为什么轻子表现出三级质量等级的解释是可能的。
英文摘要：
I propose three new curved spacetime versions of the Dirac Equation. These equations have been developed mainly to try and account in a natural way for the observed anomalous gyromagnetic ratio of Fermions. The derived equations suggest that particles including the Electron which is thought to be a point particle do have a finite spatial size which is the reason for the observed anomalous gyromagnetic ratio. A serendipitous result of the theory, is that, two of the equation exhibits an asymmetry in their positive and negative energy solutions the first suggestion of which is clear that a solution to the problem as to why the Electron and Muon - despite their acute similarities - exhibit an asymmetry in their mass is possible. The Mourn is often thought as an Electron in a higher energy state. Another of the consequences of three equations emanating from the asymmetric serendipity of the energy solutions of two of these equations, is that, an explanation as to why Leptons exhibit a three stage mass hierarchy is possible.
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