A Tripolar Unification Model based on SU(5)×Z3 with Electromagnetic Extension

We propose a unification model based on the SU(5) × Z3 symmetry group, where the tripolar sector redefines the electromagnetic interaction in terms of cyclic dynamics between three fundamental poles. This construction aims to reconcile aspects of Quantum Chromodynamics (QCD) and Electrodynamics with an extended symmetry, providing a framework for describing hadrons as systems in dynamic equilibrium with three poles that alternate their natures in each interaction. The approach connects the discrete Z3 center of SU(3) with a tripolar Coulomb generalization, exploring compatibility sections with SU(5) and cosmological implications. We also present a comparison between this model and other unification proposals.