Journal of Lie Theory, Vol. 11, No. 1, pp. 207-229 (2001)

On Representations of SL$_n$ with Algebras of Invariants being Complete Intersections

Dmitri A. Shmel'kin

ul. Bazovskaia, d.14, kv. 7
127635, Moscow Russia
mitia@shmelkin.mccme.ru

Abstract: We obtain the complete list of representations of $SL_n$ such that the algebra of invariants is a hypersurface. We also give a list containing all the representations of $SL_n$ such that the algebra of invariants is a complete intersection.

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