Abstract
We present evidence for new, non-trivial RG fixed points with dual magnetic descriptions in N = 1 supersymmetric SP( N c ) and SO( N c ) gauge theories. The SP( N c ) case involves matter X in the antisymmetric tensor representation and N f flavors of quarks Q in the fundamental representation. The SO( N c ) case involves matter X in the symmetric tensor representation and N f flavors of quarks Q in the vector representation of SO( N c ). Perturbing these theories by superpotentials W( X), we find a variety of interesting RG fixed points with dual descriptions. The duality in these theories is similar to that found by Kutasov and by Kutasov and Schwimmer in SU( N c ) with adjoint X and N f quarks in the fundamental.
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