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The structures on the universal enveloping algebras of differential graded Poisson Hopf algebras
Published 5 Apr 2017 in math.RA | (1704.01322v1)
Abstract: In this paper, the so-called differential graded (DG for short) Poisson Hopf algebra is introduced, which can be considered as a natural extension of Poisson Hopf algebras in the differential graded setting. The structures on the universal enveloping algebras of differential graded Poisson Hopf algebras are discussed.
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