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The low-dimensional homology of finite-rank Coxeter groups by Boyd, Rachael is a scholarly article available to read on EtoBox.

What is The low-dimensional homology of finite-rank Coxeter groups about?

We give formulas for the second and third integral homology of an arbitrary finitely generated Coxeter group, solely in terms of the corresponding Coxeter diagram. The first of these calculations refines a theorem of Howlett, while the second is entirely new and is the first explicit formula for the third homology of an arbitrary Coxeter group.

Author

Boyd, Rachael

Published

2018

Language

EN