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- W2861035881 abstract "We study the L-infinity-formality problem for the Hochschild complex of the universal enveloping algebra of some examples of Lie algebras such as Cartan-3-regular quadratic Lie algebras (for example semisimple Lie algebras and in more detail so(3)), and free Lie algebras generated by a vector space of dimension at least 2. We show that for these examples formality in Kontsevich's sense does NOT hold, although some of them allow unconditioned deformability. We compute the L-infinity-structure on the cohomology given by homotopy transfer in certain cases." @default.
- W2861035881 created "2018-07-19" @default.
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- W2861035881 date "2018-07-09" @default.
- W2861035881 modified "2023-09-27" @default.
- W2861035881 title "L-infinity Formality check for the Hochschild Complex of Certain Universal Enveloping Algebras" @default.
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