Abstract
Constructs hierarchies of nonlinear evolution equations on the superloop algebras related to the super Lie algebras b(0,1) and sl(2/1). The hierarchy associated with sl(2/1) contains a generalisation of the super-nonlinear Schrodinger equation, with a cubic, non-derivative interaction term, in complex anticommuting fields. In all cases the author gives a recursive procedure for constructing involutive integrals of local polynomials.
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