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Composition-Diamond Lemma for Non-associative Algebras over a Commutative Algebra

Abstract

We establish the Composition-Diamond lemma for non-associative algebras over a free commutative algebra. As an application, we prove that every countably generated non-associative algebra over an arbitrary commutative algebra KK can be embedded into a two-generated non-associative algebra over KK.Comment: 10 page

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