On some new model category structures from old, on the same underlying category
Alexandru Emil Stanculescu
Abstract
Open-access reader
Alexandru Emil Stanculescu
Abstract
Open-access reader
Abstract We make a study of ℓℓ-extensions of model category structures. We prove an existence result of ℓℓ-extensions, present some specific and some rather formal results about them and give an application of the existence result to the homotopy theory of categories enriched over a monoidal model category.
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Abstract We make a study of ℓℓ-extensions of model category structures. We prove an existence result of ℓℓ-extensions, present some specific and some rather formal results about them and give an application of the existence result to the homotopy theory of categories enriched over a monoidal model category.
Key concepts: Model category, Enriched category, Mathematics, Homotopy category, Higher category theory, Homotopy, 2-category, Closed category