19 citations · 106 across the 21 of their papers we have counts for
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math.KT2017★ 7 cited
Central stability homology
Peter Patzt
We give a new categorical way to construct the central stability homology of Putman and Sam and explain how it can be used in the context of representation stability and homologica…
math.AT2017★ 19 cited
Central stability for the homology of congruence subgroups and the second homology of Torelli groups
Jeremy Miller, Peter Patzt, Jennifer C. H. Wilson
We prove a representation stability result for the second homology groups of Torelli subgroups of mapping class groups and automorphism groups of free groups. This strengthens the…