Investigation on the Charges and Currents in the Quantum Field Theory

Investigation on the Charges and Currents in the Quantum Field Theory

This paper deals with the determination of currents and charges in the Feynman-Dyson derivation of the Maxwell-Faraday equations in hypercomplex extensions. This paper is a continuation of the Maxwell-Faraday equations’ discussions on hypercomplex extensions of the derivation of Feynman-Dyson. Mathematical proofs typically have only a comparatively small validity since it is possible to present an equally valuable set of contra-arguments for any set of mathematical arguments; in physics, on the other hand, the ultimate verification of a proposition is its confirmation by experiment and the solution is unique. In non-abelian versions of that approach: SU(2), SU(3) and G2, we examine the appearance of charges and currents. G2 Lie algebra ‘s structure constants are directly computed. Lastly, we propose a seven-dimensional color therapy.

Author(s) Details

Daniel Sepunaru
RCQCE – Research Center for Quantum Communication, Holon Academic Institute of Technology, 52 Golomb St., Holon 58102, Israel.

View Book :- https://bp.bookpi.org/index.php/bpi/catalog/book/319

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