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SUMMARY:Topology Seminar: Injective and projective model structures on enr
 iched diagram categories
DTSTART:20171121T101500
DTEND:20171121T111500
DTSTAMP:20260610T042425Z
UID:f52972b29093e389168a6ef8af95a5e03d8dc2623171fcb3d4bbb0a7
CATEGORIES:Conferences - Seminars
DESCRIPTION:Lyne Moser (EPFL)\nK. Hess\, M. Kedziorek\, E. Riehl\, and B. 
 Shipley have developed methods to induce model structures from an adjuncti
 on which they apply to prove the existence of injective and projective mod
 el structures on categories of diagrams in accessible model categories. In
  this talk\, I will explain how to adapt their proof to an enriched settin
 g\, in order to prove the existence of injective and projective model stru
 ctures on some enriched diagram categories. I will talk in particular abou
 t the case of enriched diagrams from a small simplicial category to the ca
 tegory of pointed simplicial sets\, and then generalize it by replacing th
 e category of pointed simplicial sets by other symmetric monoidal categori
 es\, which are locally presentable bases and accessible model categories.
LOCATION:CM 0 12 https://plan.epfl.ch/?room=CM012
STATUS:CONFIRMED
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