Abstract
LetR be a commutative finite dimensional noetherian ring or, more generally, an associative ring which satisfies one of Bass' stable range conditions. We describe a modified version of H. Maazen's work [18], yielding stability for the homology of linear groups overR. Applying W.G. Dwyer's arguments (cf. [9]) we also get stability for homology with twisted coefficients. For example,H 2(GL n (R), R n ) takes on a stable value whenn becomes large.
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