2018
DOI: 10.48550/arxiv.1811.10460
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Up to homotopy algebras with strict units

Abstract: We prove the existence of minimal models à la Sullivan for operads with non trivial arity zero. So up-to-homotopy algebras with strict units are just operad algebras over these minimal models. As an application we give another proof of the formality of the unitary n-little disks operad over the rationals.

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