Composite link polynomials from super Chern-Simons theory

Using the framework of supersymmetric Witten-Jones theory the-composite link polynomials related to the basic classical simple complex Lie superalgebras will be computed. The related graded Casimir operators Will be given explicitly for arbitrary covariant class I representations. As a consequence of the topological interpretation of link invariants, it is essentially possible to derive the Boltzmann weights of the associated IRF models found previously as solutions of the graded Yang-Baxter equation.