… the dth Bass number of X is one and the other Bass numbers of X … semidualizing complexes
that are either the shifts of the underlying ring or dualizing, via their Betti and Bass numbers…

… These notions have been extended to semidualizing complexes by Christensen [5]. A
bounded complex of R-modules C with finitely generated homologies is semidualizing for R if the …

… Bass series of R have very specific forms. Also, in this case, we show that the Bass numbers
… Sather-Wagstaff, Lower bounds for the number of semidualizing complexes over a local ring…

… First, we show that vanishing of appropriate Bass numbers(resp. dual Bass numbers) on the
… (complex). Our aim is to give some necessary and sufficient conditions for C to be dualizing. …

… Enochs and Holm to the category of complexes, and Enochs and Iacob investigated …
semidualizing if and only if it is Wakamatsu tilting [20, Corollary 3.2]. For examples of semidualizing …

… complex (known as a “semi-dualizing complex” in the literature) interpolates between those
of a dualizing and a dedualizing complex. … that the Auslander and Bass classes of modules …

… Bass series of R have very specific forms. Also, in this case we show that the Bass numbers
of … In this talk, we study the category C(Rep(Q,G)) of complexes of representations of quiver Q …

… complexes of bimodules in [23]. The latter are otherwise known as “semi-dualizing complexes”
in the … the discussions of the Auslander and Bass classes in [23, Sects. 0.7 and 3] and the …

… , provides some material on Bass classes. The results on Bass classes will allow us to
establish a lower bound on the number of semidualizing modules of ladder determinantal rings …

… semidualizing module is introduced. This notion enables us to study the theory of linkage for
modules in the Bass class with respect to a semidualizing … M is a right acyclic complex of GC-…