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What is Panov Ore Extensions of Hopf Algebras about?

This paper studies Ore extensions within the context of Hopf algebras, providing a classification theorem for Hopf–Ore extensions applicable to various algebraic structures. It establishes criteria for an Ore extension of a Hopf algebra to retain its properties, detailing necessary conditions involving endomorphisms and derivations. The findings contribute to the understanding of the structure and representation of Hopf algebras through the lens of Ore extensions.

Author

Emkafs

Language

EN