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Center of skew PBW extensions
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abstract
In this paper we compute the center of many noncommutative algebras that can be interpreted as skew $PBW$ extensions. We show that, under some natural assumptions on the parameters that define the extension, either the center is trivial, or, it is of polynomial type. As an application, we provided new examples of noncommutative algebras that are cancellative.
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Cited by 1 Pith paper
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Some open problems in the context of skew PBW extensions and semi-graded rings
A Serre-type category equivalence is claimed for semi-graded rings under a noetherian and underexplained X1 condition, and a degenerate class of semi-graded Artin-Schelter algebras is identified.
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