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Non-Local Quantum Geometry and Three-Dimensional Space as a Direct Information Medium

机译:非局部量子几何和三维空间作为直接信息介质

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摘要

A three-dimensional background space where time exists only as a mathematical quantity measuring the numerical order of material changes is proposed as the fundamental arena of quantum processes. In this picture, a quantum geometry consisting of relations between quantum states that are defined by a symmetrized universal group of translation is introduced. The non-local quantum geometry corresponding with this symmetrized universal group of translation leads to a three-dimensional space which acts as a medium of a direct information transfer between quantum particles in the form of a symmetrized quantum potential. The symmetrized quantum potential derives from a symmetrized quantum entropy which can be introduced as the fundamental physical entity which describes the modifications of the geometrical properties of the three-dimensional space in the quantum world. The symmetrized quantum potential approach based on the symmetrized quantum entropy leads to interesting perspectives in the interpretation of the Aharonov-Bohm effect.
机译:提出了仅将时间作为测量物质变化的数值顺序的数学量的三维背景空间,作为量子过程的基本领域。在这张照片中,介绍了一个由对称的通用平移组定义的由量子态之间的关系组成的量子几何。对应于该对称的通用平移组的非局部量子几何导致了三维空间,该空间充当了对称量子势形式的量子粒子之间直接信息传递的媒介。对称的量子势源自对称的量子熵,可以将其引入作为描述量子世界中三维空间几何特性的修改的基本物理实体。基于对称量子熵的对称量子势方法在解释Aharonov-Bohm效应方面引起了有趣的观点。

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