Non-Abelian homology of group diagrams is isomorphic to shifted homotopy groups of homotopy colimits of classifying spaces, generalizing the Bousfield-Kan theorem to non-Abelian simplicial groups.
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Non-Abelian homology and homotopy colimit of classifying spaces for a diagram of groups
Non-Abelian homology of group diagrams is isomorphic to shifted homotopy groups of homotopy colimits of classifying spaces, generalizing the Bousfield-Kan theorem to non-Abelian simplicial groups.