The Kerr-Newman Black Hole Solution as Strong Gravity for Elementary Particles

Analyzing the model of a spinning particle based on the over-rotating Kerr-Newman solution regularized by a supersymmetric bag model, we arrive at the conclusion that a unification of gravity with quantum theory is achieved in this model due to a strong topological influence of the Kerr spinning gravity which occurs on the Compton scale. We obtain that the correct formation of the nonperturbative bag model requires the use of the supersymmetric Landau-Ginzburg field model. We obtain that one of the most important gravitational phenomena in particle physics is the appearance of the quantum Wilson loop caused by the effect of frame-dragging related to the spin. Being located on the sharp border of the bag, the Wilson loop has a strong influence on the circular D-string structure located there.