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Quasideterminants and Casimir elements for the general Lie superalgebra

Research paper by Alexander Molev, Vladimir Retakh

Indexed on: 07 Oct '03Published on: 07 Oct '03Published in: Mathematics - Quantum Algebra



Abstract

We apply the techniques of quasideterminants to construct new families of Casimir elements for the general Lie superalgebra whose images under the Harish-Chandra isomorphism are respectively the elementary, complete and power sums supersymmetric functions

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