AN OPERATOR ANALYSIS OF A SUPERSYMMETRIC EFFECTIVE THEORY

Abstract

An analysis of a $SU(2{)}_L\times SU(2{)}_R$ invariant, supersymmetric effective theory is given. The resulting leading and next to leading independent invariants are stated in terms of the underlying Killing vectors and Kähler potential. The appendices are devoted to the relationship between this geometrical point of view and the standard unitary matrix formulation.

Comments: 20 pages uses standard LaTex format