From: Tom Goodwillie
Date: Thu, 14 Sep 2006 21:54:29 -0400
Is there a literature on enriched model categories?
A bit more precisely: If V is a symmetric monoidal category then one can
speak of a V-enriched category C. If V is also a model category, and if
its model structure is suitably compatible with its symmetric monoidal
structure, then one can imagine that there is then a serviceable notion of
V-enriched model category C. In the case when V is simplicial sets, this
should be the usual notion of simplicial model category. Has some version
of this been worked out?
Thanks,
Tom Goodwillie