Some Examples of Chiral Moduli Spaces and Dynamical Supersymmetry Breaking

Abstract

We investigate the low-energy dynamics of $SU(N)$ gauge theories with one antisymmetric tensor field, $N-4+N_f$ antifundamentals and $N_f$ fundamentals, for $N_f\le 3$. For $N_f=3$ we construct the quantum moduli space, and for $N_f<3$ we find the exact quantum superpotentials. We find two large classes of models with dynamical supersymmetry breaking. The odd $N$ theories break supersymmetry once appropriate mass terms are added in the superpotential. The even $N$ theories break supersymmetry after gauging an extra chiral $U(1)$ symmetry.

Added discussion of the singularities of the Kahler potential at infinity and their relevance for runaway directions. Main results unchanged

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