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- W3186296385 abstract "We show that a profinite completion functor for (simplicial or topological) operads with good homotopical properties can be constructed as a left Quillen functor from an appropriate model category of infinity-operads to a certain model category of profinite infinity-operads. The construction is based on a notion of lean infinity-operad, and we characterize those infinity-operads weakly equivalent to lean ones in terms of homotopical finiteness properties. Several variants of the construction are also discussed, such as the cases of unital (or closed) infinity-operads and of infinity-categories." @default.
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- W3186296385 date "2021-07-21" @default.
- W3186296385 modified "2023-09-27" @default.
- W3186296385 title "Profinite $infty$-operads" @default.
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