Group homology and ideal fundamental cycles

Details Group homology and ideal fundamental cycles Group homology and ideal fundamental cycles

2010-07-15

arxiv.org/abs/1007.2680v2

Topology Proceedings, Volume 40 (2012), Pages 239-258

Mathematics

Geometric Topology

15 pages, appears in Top.Proc

Scientific paper

We prove that the group-homological version of the generalized Goncharov
invariant of finite-volume locally rank one symmetric spaces determines their
generalized Neumann-Yang invariant, which is defined using ideal fundamental
cycles.

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