An analog of the classical invariant theory for Lie superlagebras. II
Abstract
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 Ginvariant 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.
 Publication:

arXiv Mathematics eprints
 Pub Date:
 April 1999
 arXiv:
 arXiv:math/9904079
 Bibcode:
 1999math......4079S
 Keywords:

 Representation Theory;
 Commutative Algebra;
 17A70 (Primary) 13A50 (Secondary)
 EPrint:
 18 p., Latex