Modified Double Poisson Brackets

Published 30 Aug 2016 in math.QA | (1608.08287v2)

Abstract: We propose a non skew-symmetric generalization of the original definition of double Poisson Bracket by M. Van den Bergh. It allows one to explicitly construct more general class of H0-Poisson structures on finitely generated associative algebras. We show that modified double Poisson brackets inherit certain major properties of the double Poisson brackets.

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Authors (1)

Semeon Arthamonov

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