We extend the -construction of Boardman and Vogt to operads of an arbitrary monoidal model category with suitable interval, and show that it provides a cofibrant resolution for well-pointed -cofibrant operads. The standard simplicial resolution of Godement as well as the cobar?bar chain resolution are shown to be particular instances of this generalised -construction.
We extend the -construction of Boardman and Vogt to operads of an arbitrary monoidal model category with suitable interval, and show that it provides a cofibrant resolution for well-pointed -cofibrant operads. The standard simplicial resolution of Godement as well as the cobar?bar chain resolution are shown to be particular instances of this generalised -construction.
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