3 citations · 5 across the 3 of their papers we have counts for
3 papers
math.AC2005
Length Formulas for the Homology of Generalized Koszul Complexes
Bogdan Ichim, Udo Vetter
Let be a finite module over a noetherian ring with a free resolution of length 1. We consider the generalized Koszul complexes associated with a ma…
math.AC2005★ 2 cited
Koszul Bicomplexes and Generalized Koszul Complexes in Projective Dimension One
Bogdan Ichim, Udo Vetter
We describe Koszul type complexes associated with a linear map from any module to a free module, and vice versa with a linear map from a free module to an arbitrary module, general…
math.AC2000★ 3 cited
The Koszul complex in projective dimension one
Winfried Bruns, Udo Vetter
Let be a noetherian ring and a finite -module. With a linear form on one associates the Koszul complex . If is a free module, then the homology of $K(χ…