L-infinity maps and twistings (Q645495)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | L-infinity maps and twistings |
scientific article |
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L-infinity maps and twistings (English)
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15 November 2011
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The authors provide a construction of an \(L_\infty\)-map from a \(L_\infty\)-algebra to its truncated Chevalley-Eilenberg complex as well as its cyclic and \(A_\infty\) analogues, study relation to the graph homology and establish a connection to the Fiorenza-Manetti construction. The authors apply the results to deformation theory.
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differential graded Lie algebra
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Maurer-Cartan element
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A-infinity algebra
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graph homology
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Morita equivalence
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truncated Chevalley-Eilenberg complex
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Fiorenza-Manetti construction
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deformation theory
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