极化变量引力噪声、纠缠态的性质及量子力学的涨落解释
Gravitational Noise with Polarization Variables, the Nature of Entanglement States and Metrics Fluctuational Interpretation of Qauntum Mechanics
摘要：
研究中讨论了引力噪声和纠缠态的性质。它们在纠缠态形成中的作用。纠缠态的非定域性可以通过极化变量来实现。极化变量是由已知或未知的随机经典引力场和波、随机电磁场等在空间中平均各向同性分布的背景场的总和。该背景能够将相位与微物体的振荡相关联。由此可知，在真空中，纠缠态的偏振态是偏振变量的函数。
英文摘要：
Discussed in the study are gravitational noise and the nature of entanglement states. Their role in forming of entangled states. Nonlocal nature of entangled states can be brought about by Polarization Variables. Polarization Variables consists of sum a background of random classical gravitational fields and waves, random electromagnets fields and so on known or unknown, distributed average isotropically in the space. This background is capable of correlating phases the oscillations of microobjects. From this follow, that entanglement polarizations states is the functions of Polarization Variables in Vacuum.
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。
