Spinor equation for the $W^{\pm}$ boson

TL;DR

This paper introduces spinor equations for the $W^{\u00b1}$ bosons, analyzing their transformation properties, charge expressions, and quantization, revealing a zero vacuum energy for these fields.

Contribution

It presents a novel spinor equation formulation for $W^{\u00b1}$ bosons, including transformation properties and quantization conditions, expanding theoretical understanding.

Findings

Spinor equations for $W^{\u00b1}$ bosons are derived.

Charge, current, and density expressions are obtained.

Vacuum energy for $W^{\u00b1}$ fields is zero.

Abstract

I introduce spinor equations for the $W^{\pm}$ fields. The properties of these spinor equations under space-time transformation and under charge conjugation are studied. The expressions for electric charge and current and densities of the $W^{\pm}$ fields are obtained. Covariant quantization conditions are established, and the vacuum energy for the $W^{\pm}$ fields is found to be zero.