The type of the classifying space for a family of subgroups

By W. Lück. 2000

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The Baum-Connes and the Farrell-Jones Conjectures in K- and L-Theory (2004, methodology): “More information about EFIN (G) can be found for instance in [28, section 2], [180], [199], [206], [207] and [282].”
Some groups of type VF (2003, result): “32, but see also [43], Problem 7.”
Survey on Classifying Spaces for Families of Subgroups (2003, background): “The following four problems for discrete groups G are stated in the problem lists appearing in [49] and [82].”
Orbit inequivalent actions for groups containing a copy of $\mathbb{F}_{2}$ (2006, background): “4 in [14], but it has been known for a while, being used for example in [7, 24].”
Cohomological finiteness conditions for elementary amenable groups (2009, methodology): “Luck showed [ 25, Theorem 5.1 ] that a group admits a finitely dominated model for EG if and only if it satisfies the conditions in (i) and all Weyl groups of finite subgroups are finitely presented.”
On the Universal Space for Group Actions with Compact Isotropy (2003, background): “Finiteness conditions for E(G,F) focussing on the family F = FIN of finite subgroups have already been studied in [9], [11] and [16].”
On Algebraic and Geometric Dimensions for Groups with Torsion (2001, background): “For further information on this topic, see [6, 21, 22].”