The Higgs Mass in the Substandard Theory

TL;DR

This paper presents a geometric interpretation of the Standard Model's electroweak sector, predicting a specific Higgs mass based on the Eguchi-Hanson metric and symmetry considerations.

Contribution

It introduces a novel geometric and algebraic framework for the electroweak symmetry, leading to a precise Higgs mass prediction.

Findings

Predicts Higgs mass as 115.3 GeV

Provides a geometric interpretation of U(2) symmetry

Connects Higgs and W boson masses through geometric relations

Abstract

The Substandard theory deals with the standard model of leptons, electro-weak gauge bosons and Higgs, excluding the chromodynamics of quarks. The theory gives a geometric and algebraic interpretation of its U(2) symmetry based on the Eguchi-Hanson metric and predicts a Higgs mass $ m(H) = m(W) / \sqrt{sin \theta_{W}} = 115.3 GeV $. Here $ m(W) $ is the mass of the charged gauge boson and $ \theta_{W} $ is the Weinberg angle.