GRÖBNER–SHIRSHOV BASES FOR UNIVERSAL ENVELOPING CONFORMAL ALGEBRAS OF SIMPLE CONFORMAL LIE SUPERALGEBRAS OF TYPE WN

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Abstract

For simple conformal Lie superalgebras of type WN, Gröbner–Shirshov bases of their universal enveloping associative conformal algebras are found. The universal enveloping algebras considered correspond to a minimal locality function for which there is an injective embedding.

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