Another Model with Interacting Composites

TL;DR

This paper presents a 3+1 dimensional model demonstrating that composite vector particles are essential in physical processes, with non-zero scattering results for composites despite vanishing spinor-only interactions.

Contribution

It introduces a novel 3+1 dimensional model where composite vector particles are necessary in physical processes, highlighting nontrivial scattering of composites.

Findings

Composite vector particles are required in physical processes.

Spinor-only scattering cross-sections tend to zero.

Composite scattering processes yield nontrivial results.

Abstract

We show that we can construct a model in 3+1 dimensions where it is necessary that composite vector particles take place in physical processes as incoming and outgoing particles . Cross-section of the processes in which only the constituent spinors take place goes to zero. While the spinor-spinor scattering goes to zero, the scattering of composites gives nontrivial results.