… • (i) Several characterizations of complexes of finite Gorenstein flat-cotorsion dimension are
… To this end, consider a partial minimal flat resolution (a flat resolution made of flat covers) of …

… flat complexes of flat contraadjusted modules and acyclic complexes of flat contraadjusted
modules with flat modules … of modules and complexes arise in connection with cotorsion pairs, …

… Gorenstein cotorsion and cotorsion modules: GC-cotorsion … that a class A of R-modules
(or complexes) is a κ-Kaplansky … M, denoted by FP-idR(M), is defined to be the smallest non-…

… (In fact, the locally cotorsion contraherent cosheaves over locally Noetherian … of flat cotorsion
modules over Noetherian rings [7].) But over a non-Noetherian scheme locally cotorsion …

… In § 4, we prove results on flat dimension of complexes which are dual to … minimal semi-flat-cotorsion
replacements. Recall first that a flat-cotorsion module is one which is both flat …

… of copure projective, flat and cotorsion modules respectively. … extended the cotorsion dimension
to unbounded complexes [… for any R-module M is defined to be the smallest integer n ≥ …

… In this paper, we show that the class K-flat consisting of all K-flat complexes is … Flat of flat
modules, the class Cotor of cotorsion modules, the class Flat-Cotor of flat cotorsion modules, the …

… They are the cycles of exact complexes of flat modules that … class of modules B , denoted <
B > , is the smallest definable … We also recall that a cotorsion pair is said to be hereditary if E x …

… The cotorsion pair is called complete if for every module M … flat modules are the modules
in Z(Ac(Ch(Proj), ⊤Inj)), PGFlat. … by a class of modules X, that is, the smallest definable class …

… R-modules or the category of chain complexes of R-modules. Given two two complete hereditary
cotorsion … R-module is flat and cotorsion if and only if it is Gorenstein flat and Gorenstein …