Abstract
A revised quantum electrodynamic theory by the author is reconsidered, in respect to the basic concepts established by M. Planck and H.B.G. Casimir on the Zero Point Energy (ZPE) and by A. Einstein on Special Relativity. Attention is given to the new properties of its field equations and their applications. These equations include results not being available from conventional theory and the Standard Model. This concerns the internal structure of elementary particles, such as the photon, the electron, muon and tauon, the Z boson, and the so called Higgs particle detected in the experiments at the laboratory of CERN. A possible unification of electrodynamics and the strong nuclear force is further provided by the theory. Finally, there are aspects on the expanding universe represented by a new interpretation of dark matter and dark energy in terms of the ZPE.
Highlights
Conventional theoretical physics and its Standard Model have often been successful in its applications, and have sometimes manifested itself in an extremely good agreement with experiments
A revised quantum electrodynamic theory has been elaborated by the author
It leads to new results in fundamental physics, not being available from conventional theory and the Standard Model:
Summary
Conventional theoretical physics and its Standard Model have often been successful in its applications, and have sometimes manifested itself in an extremely good agreement with experiments Examples of this are given in elementary particle physics such as by Ryder [1], as well as in other applications based on Maxwell’s equations and quantum mechanics. It has at the same time to be remembered that these equations in the vacuum state of empty space have served as guideline and basis for the development of quantum electrodynamics. The latter will become subject to the type of shortcomings of electrodynamics which occur in its conventional form. Reference is made to earlier reports for the detailed deductions
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