A strand-based preon model claims that the Dirac Lagrangian's combinatorial structure yields the standard model's particles, trivalent vertices, and electroweak parity violation, while predicting massive gluons.
On the spacetime geometry of quantum nonlocality
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abstract
We present a new geometry of spacetime where events may be positive dimensional. This geometry is obtained by applying the identity of indiscernibles, which is a fundamental principle of quantum statistics, to time. Quantum nonlocality arises as a natural consequence of this geometry. We also examine the ontology of the wavefunction in this framework. In particular, we show how entanglement swapping in spacetime invalidates the preparation assumption of the PBR theorem.
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physics.gen-ph 1years
2019 1verdicts
REJECT 1representative citing papers
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A combinatorial derivation of the standard model interactions from the Dirac Lagrangian
A strand-based preon model claims that the Dirac Lagrangian's combinatorial structure yields the standard model's particles, trivalent vertices, and electroweak parity violation, while predicting massive gluons.