Leibniz-infinity morphisms for derived brackets (Q2046364)
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| Language | Label | Description | Also known as |
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| English | Leibniz-infinity morphisms for derived brackets |
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Leibniz-infinity morphisms for derived brackets (English)
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17 August 2021
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It is well known that the derived bracket of a Maurer Cartan element in a differential graded Lie algebra defines a differential graded Leibniz algebra. In this paper, the authors give an explicit construction of the Leibniz infinity morphism between two differential graded Leibniz algebras. As a byproduct, the authors recover a formula obtained by Dominique Manchon in previous works.
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differential graded algebra
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Leibniz algebra
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Maurer Cartan element
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infinity morphism
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derived bracket
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