Article ID Journal Published Year Pages File Type
4595915 Journal of Pure and Applied Algebra 2015 18 Pages PDF
Abstract

We investigate a Hopf algebra structure on the cotensor coalgebra associated to a Hopf bimodule algebra which contains universal version of Clifford algebras and quantum groups as examples. It is shown to be the bosonization of the quantum quasi-shuffle algebra built on the space of its right coinvariants. The universal property and a Rota–Baxter algebra structure are established on this new algebra.

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Physical Sciences and Engineering Mathematics Algebra and Number Theory
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