Let $V$ be a symmetric monoidal closed category with a suitably compatible simplicial model category structure. We show how to extend Dwyer and Kan's notion of simplicial localization to $V$-categories. This may for instance be applied to the case where our categories are enriched in suitable models for spectra.
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2000 MSC: 18D20; 18G55.
Theory and Applications of Categories, Vol. 8, 2001, No. 10, pp 284-312.
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