The homology of invariant group chains
classification
🧮 math.AT
math.GR
keywords
groupchainscomplexhomologyinvariantactinganotherautomorphisms
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If $Q$ is a group acting as a group of automorphisms of another group $G$ (with finite orbits), denote by $C_*(G)^Q$ the subcomplex of $Q$-invariant chains in the bar complex $C_*(G)$. In this paper, we study the homology of the complex $C_*(G)^Q$ and compute several examples.
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