… complexes and in Gorenstein homological algebra. For example we show that every acyclic
complex of cotorsion modules … a complex of cotorsion modules and F is an acyclic complex …

… -S-module does not provide us with a chain complex, and so … for para-Smodules and
parachain complexes of the basic … T is the periodic complex of the H-unital precyclic module CT …

… We show in Theorem 5.6 that this subcategory is equivalent to the homotopy category of
F -totally acyclic complexes of flat-cotorsion A -modules, and thus to the stable category of …

… in the computation said modules perform, and can be used to wire modules with each other.
… and study the specific case of acyclic modules. These modules prove to be well described in …

… As X• is acyclic we have that Pn is adth-syzygy of Pn+d (here d = dim A). So Pn is a projective
module. It is then readily proved that the identity map on X• is null-homotopic. So X• = 0 in K…

… 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 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 …

… 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 …

… complex is an n-dimensional CW-complex with fundamental group G and whose universal
cover is (n - 1)-connected. If G has periodic … finite (G, n)-complexes and the orbits of the stable …