论文标题
从准本地能量的Lepton电荷，自旋和质量的限制
Constraints on the Lepton Charge, Spin and Mass from Quasi-Local Energy
论文作者
论文摘要
基本颗粒的质量及其电荷和旋转属于基本物理常数。目前，没有描述它们的基本理论，因此它们的价值观仍然是神秘的。在这项工作中，我们提供了一种基于Brown-York准分子能量的方法，其中包括对象的自我能源。为了计算这种能量，我们通过Kerr-Newman Metric对重新归一化的电子（和其他Lepton）的时空进行建模。将条件放在不同半径的相关能量上，我们在质量，电荷和自旋上得出了从普朗克尺度得出的各种约束。 TEV尺度和普朗克能量之间的巨大差距是由于使用的准定位势的高度非平凡的行为所致。
The masses of the elementary particles as well as their charges and spins belong to the fundamental physical constants. Presently, no fundamental theory describing them is available, so their values remain mysterious. In this work we offer an approach based on the Brown-York quasi-local energy which includes the self-energy of an object. In order to compute this energy we model the spacetime of the renormalized electron (and other leptons) by the Kerr-Newman metric. Placing conditions on the associated energies at different radii we arrive at various constraints on the mass, charge and spin which are derived from the Planck scale. The large gap between the TeV-scale and the Planck energy is due to the highly non-trivial behavior of the used quasi-local potential.
