Abstract
We work over an arbitrary ring $R$. Given two truncated projective resolutions of equal length for the same module, we consider their underlying chain complexes. We show they may be stabilized by projective modules to obtain a pair of complexes of the same homotopy type.
Citation
W. H. Mannan. "Homotopy types of truncated projective resolutions." Homology Homotopy Appl. 9 (2) 445 - 449, 2007.
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