2019
DOI: 10.48550/arxiv.1901.00257
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Drinfeld doubles via derived Hall algebras and Bridgeland Hall algebras

Abstract: Let A be a finitary hereditary abelian category. We give a Hall algebra presentation of Kashaev's theorem on the relation between Drinfeld double and Heisenberg double. As applications, we obtain realizations of the Drinfeld double Hall algebra of A via its derived Hall algebra and Bridgeland Hall algebra of m-cyclic complexes.

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