… acyclic complexes. It is known that any flat Proj -periodic module is projective, any fp-injective
Inj -periodic … , we show that every FpProj -periodic module is weakly fp-projective. The …

… complex of an Aoo-algebra. This is a quotient of the cyclic bar complex by a complex of
degenerate chains which is acyclic … A differential graded A-module (also called a mixed complex …

… complex of an acyclic finite dimensional simplicial G-complex is a split acyclic complex of
G-modules… eme, je montre que le complexe p ⊗ C∗ X est un complexe acyclique scindé de pG-…

… , and generalize it to negative and periodic cyclic homology HC. (yl… Given a paracyclic module
P, we can define a chain complex … of complexes; this is proved using the method of acyclic …

… complex of injective A-modules which is acyclic is null-homotopic. We show that if A is left and
right noetherian and has a dualizing complex, … of acyclic complexes of injective modules to …

… We show that every modular crossed module M can be filtered … columns in odd degrees are
equal to the acyclic complex Ca … The qth row of the double complex is the periodic complex …

… We show that every SAYD module M can be filtered in a … columns in odd degrees are equal
to the acyclic complex Ca … row of the double complex is the periodic complex that computes …

… Then a mixed complex may be identified with a left Λmodule whose underlying DG k-… of
all bounded complexes over A and the category AcbA of bounded acyclic complexes over A. …

… acyclic complexes over a Noetherian ring R by simpler totally acyclic complexes, possibly
even periodic … By an R-complex C we mean a sequence of left R-module homomorphisms …

… complexes of left R -modules, study other model structures on complexes constructed from
relative Gorenstein flat modules, … and ( Y⊗.− )-acyclic complexes are defined in the same way …