Articles you may be interested inOn the Lie superalgebra embedding C(n+1)⊃B(0,n) and dimension formulas J. Math. Phys. 37, 4176 (1996) Induced invariant forms and the multiplicity labeling problem are investigated for typical summands of the tensor product of an arbitrary finite dimensional irreducible representation and a typical one, for the type I quantum superalgebras. The results are applied to obtain a general eigenvalue formula for Casimir invariants, corresponding to an arbitrary finite dimensional irreducible reference representation.