This text is Volume IV of a seven volume set. This Volume I is the 'Introduction,' the requisite material you need to understand before the subsequent volumes can be described in any sensible fashion. The texts are material extracted from my formal publications, with the exception of the volume dedicated to the Near-Death Experience, from which I have not formally published any work on the subject. Quantum Temporal Dynamics is an offshoot of Quantum Information Dynamics that will be discussed in subsequent volumes. Quantum Temporal Dynamics simplifies Quantum Mechanics to a basic algebra level of mathematical complexity and thus geared for the early student in Physics as a means of introducing the principles of Quantum Mechanics prior to having learned the higher mathematical requirements suited for Quantum Mechanics. Thus, we have Temporal Mechanics, whose principles are explained via Quantum Information Dynamics, and at the undergraduate level* via Quantum Temporal Dynamics. *And perhaps the dedicated layman. Keep in mind that this text is intended both for graduate level as well as undergraduate level conceptualization and understanding. A few of the descriptions may seem mundane to the advanced student or professor, however, when you find me rewinding keep the early student in mind. I have a propensity for simplifying the inexplicable to the grade school level of understanding. We begin this volume with the explanation of the 2022 Nobel in Physics, awarded to Bell and Aspect: The Universe Is Not Locally Real , and the Physics Nobel Prize Winners Proved It. Elegant experiments with entangled light have laid bare a profound mystery at the heart of reality. By Daniel Garisto on October 6, 2022, Scientific American. From there we go onto the descriptions and definitions of Quantum Information at the Planck scale and on the most fundamental level that is possible, prior to any condition that can be described as a wavefunction or any other explanation of a system that is composed of Quantum Information. For example, any wavefunction consists of a host of Quantum values, each of which are composed of a vast amount of Quantum Information. There is no definition more fundamental or as fundamental as Quantum Information. We then go on to explore how Quantum Information describes a system, be it wavefunction in an eigenstate of 'particle' as an eigenvalue, spacetime geometry at the most fundamental level, as well as the fundamental relationships of time and its behavior on the AdS Horizon Surface, and so on. Quantum Temporal Dynamics is a separate volume [VII]. QTD is intended as an undergraduate simplification oi the dynamics of Quantum Mechanics, and is perhaps suitable for the dedicated layman. QTD is a mathematically simplified approach to Quantum Mechanical processes that describes and defines the conventional relationships of QM in math reduced to a level of perhaps advanced algebra. It is suitable for undergraduate introduction to Quantum Mechanics, as it does not require the advanced math skills necessary for convetional approaches to QM.
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