… Abstract For a left coherent ring A with every left ideal having a … category of left A-modules
is compactly generated by the bounded derived category of finitely presented left A-modules (…

… category structure, the Gorenstein flat model structure, on the category of left R-modules where
R is any right coherent ring. … precisely the Gorenstein flat modules which were introduced …

… over a noetherian ring k. Typically, D is not noetherian. We show that D is a Gröbner-coherent
ring. As a consequence, if one can compute with finitely generated k-modules then one …

… ring is precisely a Ding–Chen ring. We show that any AC-Gorenstein ring admits a stable
module category … is the homotopy category of two Quillen equivalent abelian model category …

… It is well known that R is a coherent ring if and only if the category of coherent modules (1-Coh(R))
coincides with the category of finitely presented modules (FP1(R)). The Proposition …

… coherent modules that was introduced in “Almost Ring Theory” [GR03] by Gabber and
Ramero. Then we globalize it by developing a new theory of almost coherent … to usual coherent …

… We prove that a module is coherent, in the appropriate sense, if and … category of coherent
FIG-modules is abelian, independent of any assumptions on the group G, or the coefficient ring …

… refinement of the customary module theory and, … module category over a ring with unit. In
addition the more general assertions also apply to rings without units and comprise the module …

… category of modules over an n-coherent ring, we present the concept of n-coherent categories,
which also recovers the notions of locally noetherian and locally coherent categories for n …

… R-module, then HomR(M,N) is an (m, n)-flat right S-module. … ring S of a right R-module
M is left (m, n)-coherent. It is shown … n)-coherent ring; (b) every M-(n, m)-presented right R-module …