从场电子模型到统一场论
From the Field Electron Model to the Unified Field Theory
摘要：
统一场是麦克斯韦-洛伦兹场。严格满足标准四维形式的Maxwell-Lorentz方程。这是通过涉及新的基本场源来实现的，严格定义需要更高的维度。源电流彼此不能充分“看到”，以至于在空间的任何方向上的每个点上，都有两个具有不同电荷符号的电流。每个这样的带电源在麦克斯韦-洛仑兹场中按照运动定律运动，并且它们中的每一个都独立于其他带电源，根据麦克斯韦-洛仑兹方程产生场。运动定律可以从具有“必要”性质的稳定的全同电子形式的溶液存在的条件中找到。要发现的运动规律是由电子产生的条件严格限定的！如果电子存在，那就意味着质子、原子和宇宙也存在。所有的粒子和场--它们只是麦克斯韦-洛伦兹场与其源之间相互作用的可见展示！
英文摘要：
The unified field is a Maxwell-Lorentz field. Maxwell-Lorentz equations for potentials in standard four-dimensional form are satisfied exactly. This is achieved by involving new fundamental field sources, strict definition of which requires higher dimensionality. Source currents do not "see" each other enough that, in each point of the space in any direction, there is a couple of currents with different charge signs. Each such charged source moves in the Maxwell-Lorentz field in accordance with the law of motion, and each of them, independently of the others, generates field in accordance with Maxwell-Lorentz equations. The law of motion may be found from the condition of existence of a solution in the form of stabile and identical electrons with "necessary" properties. The law of motion to be found is defined strictly enough by the condition of electron generation! If an electron exists that means that protons, atoms and the Universe exist too! All particles and fields - they are just visible exhibitions of interaction between the Maxwell-Lorentz field and its sources!
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
