Julie Bergner: Models for equivariant (∞, 1)-categories
Time: Mon 2014-09-08 13.15 - 14.15
Location: Room 3418, Institutionen för matematik, KTH
Participating: Julie Bergner, UC Riverside
Recent results of Marc Stephan give conditions under which a cofibrantly generated model category has an equivariant analogue, where the objects have a group action and weak equivalences and fibrations are defined via fixed point objects. We apply his results to several models for (\infty, 1)-categories. For discrete groups, all models satisfy the required conditions. For simplicial or topological groups, we need to consider those models which have the additional structure of a simplicial or topological model category, respectively.
