Kerr - Newman electron as an adaptive system

In a previous paper, developing the Kerr-Newman (KN) model of the electron as a black hole, we established the birefringence of the superrotating (Lorentz parameter ∼ 1) KN solution, interpreting the KN electron as anelectron-positron vacuum clot encompassed (clothed) by electron and positron Wilson loops tightened by gravity. While the naked electron of the KN was responsible for the wave properties of the electron, and was formed as a massless circular string, which was compressed into a point and acquired mass at relativistic rotation. We obtain and analyse new wave-radiating solutions of the KN and find that they correspond to the black-white hole, which not only absorbs energy by its black side, but also radiates it by its back (white) side, generating coordinated string excitations of the electron-positron vacuum.