Homotopy abelian L<sub>∞</sub> algebras and splitting property

RUGGERO BANDIERA

Back to: Published Volumes > Volume 37 (1-2) (2016)

Homotopy abelian L_∞ algebras and splitting property
RUGGERO BANDIERA

Abstract. We introduce a property for L_∞ algebras, which we call the splitting property, and prove that an L_∞ algebra has the splitting property if and only if it is homotopy abelian.

Rend. Mat. Appl. (7) 37 (2016) 105-122; pdf file pdf

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ISSN 1120-7183 (print) ISSN 2532-3350 (online) Home Editorial Board Latest articles Published Volumes Historical Notes Editorial Policy Publication Ethics Instructions for Authors Copyright Subscription Information Editorial Office rendmat@mat.uniroma1.it	Back to: Published Volumes > Volume 37 (1-2) (2016) Homotopy abelian L_∞ algebras and splitting property RUGGERO BANDIERA Abstract. We introduce a property for L_∞ algebras, which we call the splitting property, and prove that an L_∞ algebra has the splitting property if and only if it is homotopy abelian. Rend. Mat. Appl. (7) 37 (2016) 105-122; pdf