Matthias Fuchs

most citedThe integral homology of

P S L_{2}

of imaginary quadratic integers with non-trivial class group

34 citations · 34 across the 1 of their papers we have counts for

collaborators

1 paper

math.KT2009★ 34 cited

The integral homology of $P S L_{2}$ of imaginary quadratic integers with non-trivial class group

Alexander Rahm, Mathias Fuchs

We show that a cellular complex described by Floege allows to determine the integral homology of the Bianchi groups $P S L_{2} (O_{- m})$ , where $O_{- m}$ is the ring of integers of an im…

The integral homology of PSL2​ of imaginary quadratic integers with non-trivial class group

The integral homology of $P S L_{2}$ of imaginary quadratic integers with non-trivial class group