Internal structure of composite systems described by infinite-component wave equations

Abstract

It is shown that the boson representation of infinite-component SO(4,2) wave equations represents a system of four oscillators as well as three-dimensional Kepler dynamics. These two pictures are complementary to each other; that is, the Kepler dynamics is adequate for small distances, while the oscillator dynamics is more relevant for infinitely large distances, and both pictures are equivalently possible for finite distances. This is interpreted as a sort of constituent confinement.