Monoid axiom and model structure for operads
Michael Batanin – 7 October 2009
I prove the existence of model structure for k-operads (symmetric operads) in V, where V is symmetric monoidal model category which satisfies the "monoid axiom" of Schwede and Shipley. The motivating example is V=n-Cat, where n-Cat is Rezk's category of n-categories.
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