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Uni_x001c_cation of Relativistic and Quantum Mechanics from Elementary Cycles Theory

机译:从基本周期理论到相对论和量子力学的Uni_x001c_cation

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In Elementary Cycles theory elementary quantum particles are consistently describedas the manifestation of ultra-fast relativistic cyclic dynamics classical in the essence. Thepeculiar relativistic geometrodynamcis of the Elementary Cycles theory yields de facto auni_x001c_ed description of ordinary relativistic and quantum physics. In particular we prove thatthese classical-relativistic cyclic dynamics reproduce exactly all the fundamental aspects ofQuantum Mechanics, such as all its axioms, the Feynman path integral, the Dirac quantisationprescription, quantum dynamics of statistical systems, non-relativistic quantum mechanics,atomic physics, superconductivity, graphene physics and so on. Furthermore, the theory allowsfor the explicit derivation of gauge interactions, without postulating gauge invariance, directlyfrom geometrodynamical transformations, in close analogy with the description of gravitationalinteraction in general relativity. In this paper we summarise some of the major achievementsof this innovative formulation of quantum particle physics, emphasising the relationship with 'tHooft's Cellular Automata models.
机译:在基本周期理论中,基本量子粒子始终被描述为本质上超经典的相对论循环动力学的体现。基本循环理论的特殊相对论几何计量学对普通相对论和量子物理学产生了事实上的描述。特别是,我们证明了这些古典相对论的循环动力学正好再现了量子力学的所有基本方面,例如其所有公理,费曼路径积分,狄拉克量子化处方,统计系统的量子动力学,非相对论量子力学,原子物理学,超导电性,石墨烯物理学等。此外,该理论允许直接从地球动力学转换中明确推导出标尺相互作用,而无需假定标尺不变性,这与广义相对论中的引力相互作用的描述非常相似。在本文中,我们总结了这种创新性量子粒子物理学公式的一些主要成就,着重强调了与“ tHooft细胞自动机”模型的关系。

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