Abstract

We report on the study of a class of SO(N) grand unified gauge theories that truly have only one coupling constant in the theory. The Yukawa and the different quartic self-coupling constants in the Higgs potential are totally fixed by the eigenvalue conditions required for asymptotic freedom. We discuss briefly the phenomenological implications of a particular SO(12) solution which, at the first stage of the hierarchy of spontaneous symmetry breakdown, exhibits a U(2) x SO(8) residual symmetry, which contains SU(2) x SU(4) x U(1) x U(1).

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