Manchester Geometry Seminar
and
Manchester Algebra Seminar.
Special joint session

Let V be a finite-dimensional superspace over complex numbers and g a simple matrix Lie superalgebra, i.e., a Lie subsuperalgebra of gl(V). By the classical invariant theory for g we mean the description of the g-invariants of the algebra A, where A is generated by the coordinates of (given) finite numbers of elements of V, V^*, ΠV, ΠV^*. (Π is the parity reversion functor.)

We give a description of the generators in the algebra of invariants and describe the relations between the invariants of scalar product type.