2021
DOI: 10.1016/j.mseb.2020.114910
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Pauli matrices immersion

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Cited by 3 publications
(2 citation statements)
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“…In the same vein, gauge invariance specializes to frame invariance for this Euclidean model. In this connection, the proposed geometry respects the CPT invariance, where a left-handed positron is identified with a right-handed electron via a spatial transformation, hence providing an explanation of the anti-matter asymmetry and thereof a potentially more efficient way to produce and store anti-particles, benefiting medical technology for example [9], and otherwise it furnishes the quantum vacuum a physical space of wave energies, with their energy densities identified as probability densities via their formal resemblance.…”
Section: Mcr M Gm Gmmentioning
confidence: 85%
See 1 more Smart Citation
“…In the same vein, gauge invariance specializes to frame invariance for this Euclidean model. In this connection, the proposed geometry respects the CPT invariance, where a left-handed positron is identified with a right-handed electron via a spatial transformation, hence providing an explanation of the anti-matter asymmetry and thereof a potentially more efficient way to produce and store anti-particles, benefiting medical technology for example [9], and otherwise it furnishes the quantum vacuum a physical space of wave energies, with their energy densities identified as probability densities via their formal resemblance.…”
Section: Mcr M Gm Gmmentioning
confidence: 85%
“…Zitterbewegung [12]), whence slowing down the otherwise speed c to 0.66c [9]. Therefore, at either stopping point the duration t ∆ is with the interpretation that the spinning wave inside B containing 4 M draws in (due to the negative divergence), through the spherical boundary of B radially toward its centre, a mass of 34 M that appears as a point particle γ traveling at speed c in the negative spin direction of a separate (yet coincidental) spacetime --separate by assuming that the ball centre serves as a boundary point of B for the mass 34 M to escape by Gauss divergence theorem).…”
Section: Introductionmentioning
confidence: 99%