论文标题
Weyl几何形状，时空拓扑和电磁电位的现实以及粒子物理学的新观点
Weyl geometry, topology of space-time and reality of electromagnetic potentials, and new perspective on particle physics
论文作者
论文摘要
在Weyl几何形状中研究了Weyl Natural量规，Lorentz仪表和非线性仪表的一致性。广义Weyl-Dirac理论中的场方程表明，无旋转电子和光子是拓扑缺陷。讨论了统计度量和3D空间中的波动度量，以时间为衡量空间关系，以提出对麦克斯韦场方程的统计解释。有人认为，物理几何形状是数学几何的近似值，而4D相对论时空本质上是3D空间，随着空间关系的变化。建议目前的工作对基本粒子物理学具有根本的新前景。
Consistency of Weyl natural gauge, Lorentz gauge and nonlinear gauge is studied in Weyl geometry. Field equations in generalized Weyl-Dirac theory show that spinless electron and photon are topological defects. Statistical metric and fluctuating metric in 3D space with time as a measure of spatial relations are discussed to propose a statistical interpretation of Maxwell field equations. It is argued that physical geometry is an approximation to mathematical geometry, and 4D relativistic spacetime is essentially 3D space with changing spatial relations. The present work is suggested to have radical new outlook on elementary particle physics.
