The Invisible Reality of Quantum Mechanics: The ‎‎‎Deterministic Perspective

Albert V Herrebrugh ‎
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Abstract

The fundamental deterministic nature of quantum mechanics (QM) is mathematically demonstrated by the modeling of the ‎‎‎quantum (multiple) slit experiments; hence this paper is written from a deterministic perspective (DP) in quantum mechanics.‎ ‎Due to approximately 90 years of indeterminism and probabilistic statistical results, the theory consists of many ‎‎‎interpretations and is often regarded as counterintuitive. The latter is in the deterministic perspective not the case and is ‎‎‎illustrated with some examples. After a brief historic perspective, ‘invisible’ i.e. invisible entities of reality in mathematical ‎‎‎treatment, are introduced. These entities are handled by mathematics indirectly i.e. are described in a transformed domain ‎‎‎without variables violating the Heisenberg relation. In nature, i.e. on micro and macro levels, causality is fully ‘entangled’ with ‎‎‎energy, information - in the meaning of ordering or coding - as well as time. In contrast with the macro scale with many forms ‎‎‎and types of memory functions, without a memory property of quanta, causality is the bearer of information symmetry on ‎‎the ‎quantum scale. Further on in this DP paper: mathematical and philosophical consequences and influences in several ‎‎‎paragraphs, regarding subjects such as ‘free will’ and expected ‘threats to science’, the Bell inequalities, Alice and Bob & ‎‎‎entanglement, causality, information, retro-causality, spooky action, encryption and computing, teleportation, and in general ‎‎‎interpretations rooted in indeterminacy in QM as well as associated topics on independence, fine-tuning. The last paragraph ‎‎‎outlines the mathematical treatment of QM more extensively and may clarify references to the above-mentioned topics of ‎‎‎discussion in QM further.‎
量子力学的不可见的现实:决定论的观点
量子力学(QM)的基本确定性本质是通过量子(多)狭缝实验的数学建模来证明的;因此,本文是从量子力学的确定性视角(DP)出发的。由于大约90年的非决定论和概率统计结果,该理论由许多解释组成,通常被认为是违反直觉的。后者从决定论的角度来看并非如此,并通过一些例子加以说明。在一个简短的历史观点之后,“不可见的”,即数学处理中现实的不可见实体,被引入。这些实体是由数学间接处理的,即在一个变换域中描述,没有违反海森堡关系的变量。在自然界中,即在微观和宏观层面上,因果关系与能量、信息(在排序或编码的意义上)以及时间完全“纠缠”在一起。与具有多种形式和类型的记忆功能的宏观尺度相比,没有量子的记忆性质,因果关系是量子尺度上信息对称的承载者。进一步在这篇DP论文中:数学和哲学的后果和影响在几个段落中,关于主题,如“自由意志”和预期的“对科学的威胁”,贝尔不等式,爱丽丝和鲍勃&纠缠,因果关系,信息,反向因果关系,幽灵行动,加密和计算,隐形传输,以及植根于量子力学中不确定性的一般解释,以及与独立性,微调相关的主题。最后一段更广泛地概述了质量管理的数学处理,并可能进一步澄清在质量管理中讨论的上述主题
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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