ABSTRACT We perform the computation of the effective potential of the Wess-Zumino model in anti-de Sitter space to one-loop order. This enables us to obtain the renormalization coefficients of the theory and to prove that they are independent of the choice of a particular extremum of the potential. In spite of the fact that a linear superfield insertion is needed to renormalize the model, we show with complete generality that supersymmetry is preserved to one-loop order at every one of the four classically supersymmetric extrema of the effective potential.
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