Homology and finiteness properties of SL_2(Z[t,t^{-1}])
arXiv:0808.1239
Abstract
We show that the group $H_2(\slzti;\zz)$ is not finitely generated, answering a question mentioned by Bux and Wortman in \cite{bux}.
8 pages
arXiv:0808.1239
We show that the group $H_2(\slzti;\zz)$ is not finitely generated, answering a question mentioned by Bux and Wortman in \cite{bux}.
8 pages