A positive solution to the Bahturin-Regev conjecture is provided for finite-dimensional non-graded algebras over suitable fields, together with a criterion for realizing set-gradings as group gradings via regular quantum commutative decompositions.
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On Regular Quantum Commutative Algebras
A positive solution to the Bahturin-Regev conjecture is provided for finite-dimensional non-graded algebras over suitable fields, together with a criterion for realizing set-gradings as group gradings via regular quantum commutative decompositions.