Dynamical electroweak breaking and contributions to supersymmetry breaking through logarithmic operators

TL;DR

This paper proposes a mechanism where a logarithmic operator in a supersymmetric standard model induces fermion condensates, leading to electroweak symmetry breaking and contributing to supersymmetry breaking, with potential phenomenological implications.

Contribution

It introduces a novel dynamical approach using a logarithmic operator to generate fermion condensates in a supersymmetric model, linking electroweak and supersymmetry breaking.

Findings

Fermion condensates can arise dynamically via a Nambu Jona Lasinio type mechanism.

The model provides a new perspective on electroweak and supersymmetry breaking.

Potential phenomenological consequences are discussed.

Abstract

We introduce in an arbitrary supersymmetric version of the standard model without elementary scalars a logarithmic operator which is irrelevant in the limit in which all symmetries are respected. However through a dynamical mechanism of the Nambu Jona Lasinio type this operator may produce two fermion vacuum condensates that may account for electroweak and contribute to supersymmetry breaking. Some of the phenomenological consequences of this set-up are discussed.