  Let V be a finite dimensional complex superspace and G a simple (or a
``close'' to simple) Lie superalgebra of matrix type, i.e., a Lie
subsuperalgebra in GL(V). Under the classical invariant theory for G we mean
the description of G-invariant elements of the tensor algebra of V. In
math.RT/9810113 the invariants are described up to polarization operators. Here
we give a complete description of the generators in the algebra of invariants
and describe the relations between the invariants of the scalar product type.
