An explicit computation of ``bar'' homology groups of a non-unital ring
Let \(s\) be a positive integral number, \(A\) a ring with identity, and the additive group of \(sA\) a free \(\mathbb{Z}\)-module with basis \(s_i\), where \(i\) in a totally ordered set \(I\). In this paper the authors give the bar homology groups of \(sA\) with an explicit computation.
scientific article; zbMATH DE number 1973831