Abstract
Abstract The one-loop effective potential of a locally supersymmetric grand unified theory is obtained. It is shown that local supersymmetry does not break perturbatively with loop corrections. When tree level breaking of supersymmetry is introduced at a mass scale mS ∼ 1TeV, quantum corrections are shown to protect this scale. A mechanism for generation of mS in terms of the GUT mass M and the Planck mass is discussed.
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