N=1 Finite Unified Theories - Predictions and Dualities

TL;DR

This paper explores the latest developments in N=1 all-loop Finite Unified Theories, focusing on their predictive power, soft supersymmetry breaking, and dualities, with implications for non-perturbative physics.

Contribution

It presents new insights into the soft supersymmetry breaking sector and identifies dual theories of N=1 all-loop FUTs, advancing understanding of their non-perturbative aspects.

Findings

Predictions for soft supersymmetry breaking parameters in realistic models

Identification of dual theories for N=1 all-loop FUTs

Enhanced understanding of non-perturbative physics implications

Abstract

N = 1, all-loop Finite Unified Theories (FUTs) are very interesting not only since they realize an old theoretical dream, but also due the remarkable predictive power of particular models as well as for providing candidates that might shed light in non-perturbative Physics. Here we discuss (a) the recent developments concerning the soft supersymmetry breaking (SSB) sector of these theories and the resulting predictions in very interesting realistic models, and (b) the results of a recent search for duals of N=1, all-loop FUTs.