The Education System and Artificial Intelligence - How It’s Going to Change the World

Abstract

We posit two types of spontaneous symmetry breaking: one corresponding to the presence of a trivial vector bundle, the second corresponding to the presence of a nontrivial vector bundle. In their avatars, these resemble respectively the cases of type I and type II superconductivity. In the non-trivial case, the topology of the base space of the bundle enters fundamentally. Our applications will be to flavor symmetry breaking among the light quarks, so that the base space will be spacetime itself. In this case it is the SU(2)L and SU(3)L flavor symmetries themselves that are broken and the nature of such breaking is strongly restricted by the topology involved. Despite the negligible nature of any ambient gravitational intensities, we speculate that the topological change that must accompany the advent of mass could be the origin of this breaking and may give rise rise to both the Cabibbo angle and CP violation in the kaon system. We derive formulas for these parameters on the basis of this assumption.