This text is Volume VII of a seven-volume set. 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 a simplified approach to Quantum Mechanical processes suitable for the early student, undergraduate level introduction to QM without the heavy-laden mathematical requirements, as is the demand for graduate level studies. The mathematics of Quantum Mechanics has thus been simplified to an intermediate level of algebra. Simply, if one can perform basic arithmetic and some basic algebra, one can learn QM processes. Thus, QTD may be suitable for the dedicated layman as an introduction to QM, particularly the field of Particle Physics. QTD is not intended to replace Quantum Electrodynamics, Quantum Field Theory, and so on. Rather, the intent is to introduce basic Particle Physics and the associated processes without the demands of an advanced degree in Theoretical Mathematics. Feynman Diagrams are used heavily to lay out the Particle Physics, then some basic Matrix Operations, simplified to basic algebra level, are used to perform the processes. It is very important to note that one may mistaken the 'color approach' for Quantum Chromo-Dynamics. However, the use of color and color charge in Quantum Temporal Dynamics is not quitter related to QCD or QCD processes. The color approach in QTD is a simple bookkeeping approach that follows the Feynman Diagram maps and the associated simplified Matrix Operations. The Matrix Operations themselves, again, are simplified to a basic algebra level, but mostly consist of basic arithmetic. Quarks, leptons, neutrinos, mesons [2-quark combinations], baryons [3-quark combinations], the three generations of quarks [up, down, strange, charm, top, bottom], the associated bosons [photons and so on], and all of the associated interactions are described and learned in detail, in the absence of an advanced degree in mathematics. As such, Particle Physics becomes accessible to the undergraduate student in Physics, and perhaps the dedicated layman.
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