Abstract
Characteristic features of supersymmetric models are examined in which quarks and leptons are composites in a singlet state of fermions and scalars of N-plets of the internal symmetry group O( N). It is shown that M( M 2)=1/ g R, M= mass of composite fermions, g R= “renormalized” coupling constant, in the all (leading) order of the 1/ N expansion in a model with non-renormalizable supersymmetric F (D)-type interactions, while their anomalous magnetic moment vanishes in the leading order of both types of models.
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