Abstract

We construct supersymmetric (SUSY) grand unification (GUT) models in the six dimensional space-time where the GUT symmetry is broken down to the standard-model gauge group by a simple orbifolding T^2/Z_4 or T^2/Z_6 and a pair of massless Higgs doublets in the SUSY standard model are naturally obtained. Since the background geometry here is simple compared with models using the Scherk-Schwarz mechanism, one might hope for an approximate gauge coupling unification in the present models. Here, the presence of the massless Higgs multiplets in the bulk is quite natural, since the anomaly cancellation in the six dimensional space-time requires N=2 hyper multiplets in the bulk, some of which are origins of the Higgs doublets. However, the origin of the quarks and leptons is still not clear at all.

Highlights

  • We construct supersymmetric (SUSY) grand unification (GUT) models in the six dimensional space-time where the GUT symmetry is broken down to the standard-model gauge group by a simple orbifolding T2/Z4 or T2/Z6 and a pair of massless Higgs doublets in the SUSY standard model are naturally obtained

  • Kawamura[4] has pointed out an interesting solution to this problem utilizing an S1/Z2 orbifold in a five dimensional space-time, which is deeply related to the early suggestion by Witten[5]1. This original model is non SUSY-GUT, it is extended to the SUSY-GUT if one assumes an S1/(Z2 σ1 × Z′2 σ2 ) orbifold[7, 8]

  • The purpose of this letter is to show that a SUSY-GUT model with the orbifold GUT breaking mechanism is constructed in the six dimensional space-time without the Scherk-Schwarz breaking3

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Summary

Introduction

We construct supersymmetric (SUSY) grand unification (GUT) models in the six dimensional space-time where the GUT symmetry is broken down to the standard-model gauge group by a simple orbifolding T2/Z4 or T2/Z6 and a pair of massless Higgs doublets in the SUSY standard model are naturally obtained. The purpose of this letter is to show that a SUSY-GUT model with the orbifold GUT breaking mechanism is constructed in the six dimensional space-time without the Scherk-Schwarz breaking3.

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