The Kerr-Newman Electron as a Black-White Hole: Proper Time, Projective Geometry, and Trefoil String–Quark Structure
Significance
This Short Communication brings together Burinskii’s Kerr–Newman electron model, proper-time interpretation, superconducting vacuum core, and Wilson-loop construction. It presents a proposed connection between Compton-scale gravity and a trefoil string–quark structure, including the author’s final distinction between positive particle masses and signed contributions to mass-energy.
Abstract
The point electron of quantum theory, which produces Planck-scale gravity as the weakest interaction, is replaced by a super-rotating black-white hole (BWH) electron, which is based on strong Kerr-Newman (KN) Compton-scale gravity interacting with a strong electromagnetic field. Considering the BWH electron as a particle propagating along the world line x_μ(τ), parameterized by the proper time τ according to the Fock–Schwinger interpretation, we show its complete consistency with QED, as well as the following new features: (i) BWH forms an Einstein–Rosen bridge, concentrated near the region of zero proper time, with the black part of proper time τ < 0 corresponding to the positron, and the white part τ > 0 to the electron; (ii) BWH does not contradict QED by producing the anomalous magnetic moment predicted by Schwinger in 1948; (iii) BWH acquires a ring string structure formed by two Wilson loops surrounding the electron’s vacuum core; (iv) BWH creates a third ring string which turns it into a string quark with fractional electric charges, and finally Abrikosov type II superconductivity turns the BWH electron into a single trefoil.
Key Findings
- The article describes incoming and outgoing Kerr–Newman branches through proper time and two oppositely oriented Wilson loops.
- The author relates the half-integer spin condition to boundary holonomy and proposes a geometric account of the anomalous magnetic moment.
- The construction combines a Ginzburg–Landau vacuum core, Abrikosov boundary strings, and a third string that closes the gauge circuit into a trefoil.
- The final clarification keeps the positron mass positive, describes m₋ as a negative mass-energy contribution, and states the balance condition m₀ − m₊ = 0.