Real-Valued Charged Fields and Interpretation of Quantum Mechanics

Details Real-Valued Charged Fields and Interpretation of Quantum Mechanics Real-Valued Charged Fields and Interpretation of Quantum Mechanics

2005-09-06

arxiv.org/abs/quant-ph/0509044v1

Int.J.Quant.Inf.9:S17-S26,2011

Physics

Quantum Physics

5 pages, no figures

Scientific paper

10.1142/S0219749911006909

Schroedinger (Nature, v.169, p.538 (1952)) demonstrated that, contrary to the widespread belief, charged particles may be described by real fields. Therefore the sets of solutions with real-valued charged fields are considered in the present work for some versions of (non-second-quantized) quantum electrodynamics (for Dirac spinors "real-valued" is understood as "satisfying the Majorana condition"). In some of the versions any solution may be obtained from a solution from those sets by a gauge transform. The solutions from those sets have common features suggesting a natural interpretation along the lines of the Bohm interpretation, but no quantum potentials arise, and it is the electromagnetic field, not the wave function, that plays the role of the guiding field.

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