An Attempt to Remove Quadratic Divergences in the Standard Theory

TL;DR

This paper proposes a novel method using finite-mass complex-ghost regulator fields to eliminate quadratic divergences in the Standard Model, maintaining key theoretical properties without introducing new observable particles.

Contribution

It introduces a finite-mass complex-ghost regulator approach that removes quadratic divergences while preserving covariance, renormalizability, gauge invariance, and unitarity.

Findings

Quadratic divergences are successfully removed.

The modified theory retains all key symmetries.

No new observable particles are introduced.

Abstract

The quadratic divergences caused by Yukawa interactions in the standard theory of elementary particle physics is shown to be removed by introducing finite-mass complex-ghost regulator fields. In this modification of the standard theory, its manifest covariance, renormalizability, gauge invariance and unitarity are retained, and no new observable particles are introduced.