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On Quantum Mechanics and the Gauge Theories By RE CASTEL I cannot presently identify which mathematics of quantum mechanics and of the gauge theories clearly fit the ideas I have put forth. However, I am sure that the mathematics of quantum mechanics and of the gauge theories can be analyzed in kinematic terms – that is, according to the idea of kinetic constructs. In terms of kinematic relativity, the mathematics of quantum mechanics and of the gauge theories describe kinetic constructs. The mathematics that describe the quantum energy and the mathematics that describe the fundamental particles define measurements of the kinematic states achieved by the kinetic constructs. But the big question still concern how the differentiated kinematic balance – i.e., the quantum state or the gauge state – is brought about and maintained in the cosmos. How is the cosmos brought about and maintained in a differentiated quantum balance that is neither the ultimate all-pervasive entropic state nor the ultimate singular blackhole state? The theory of kinematic relativity offers the answer in the idea of an hierarchical, mass-forming (energy-condensing) and expanding cosmos. This is according to the idea of an expanding, ever-spawning universe feeding on emergent energy from the chaos in the dark void – instead of the idea of an expanding, sometime-already-dense and super-heated universe biased towards heat death in the dark void according to the purported ultimate thermodynamic law of entropy. What I have now is simply a logical description of how the kinematic balance occurs. I do not as yet have the mathematical description of the process of its occurrence. Given time and if my circumstances permit, I just might find the complete mathematical description someday. Or, perhaps, somebody else of better skills and financial abilities could find the complete mathematical description of the process that causes the occurrence of the kinematic balance. The best I can do for now is to simply point out a viable route of study. What I can logically describe is that the tangible cosmic particles are particulate because the vector components of the tensor vector describing each of the particles are provided by the infinite number of revolutions of the gravitational center (or system) to which the particles belong in the infinite hierarchy of the cosmos. The infinite number of revolutions of the said gravitational center is essentially towards every direction since the hierarchy in the cosmos is infinite. The revolutions of the said gravitational center provide the necessary motions for the luminal velocity for the mass of the particles at unity and also the excess velocity for the continuous cosmic mass-energy formation/condensation – both the unity value (i.e., c2/c2) and excess value (i.e., v2/c2) are with reference to the full-tensor relativistic mass equation. The condensation of the excess velocity into mass causes the cosmic masses to get heavier, and the consequent increased momentum of each of the cosmic masses causes the expansion of the universe that in turn causes the cosmic mass disintegrations into the radiated cosmic energy observed as the cosmic background radiation. Thus, the luminal velocity of the tensor that defines each particle is maintained at unity while the excess velocity goes into the mass formation process and the cosmic background radiation. site advocacies: renewable energy, clean technology, efficient engines, higher education, super foods & medicines... |
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