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math.CT2023
Commutators and crossed modules of color Hopf algebras
Andrea Sciandra
In a previous paper we showed that the category of cocommutative color Hopf algebras is semi-abelian in case the group is abelian and finitely generated and the characteristic…
math.QA2023★ 3 cited
Noncommutative differential geometry on crossed product algebras
Andrea Sciandra, Thomas Weber
We provide a differential structure on arbitrary cleft extensions for an -comodule algebra . This is achieved by constructing a covariant cal…
math.CT2023
Semi-abelian condition for color Hopf algebras
Andrea Sciandra
Recently it was shown that the category of cocommutative Hopf algebras over an arbitrary field is semi-abelian. We extend this result to the category of cocommutative color…