… totally acyclic complexes of flat-cotorsion A-modules, and thus to the stable category of
cotorsion Gorenstein flat … equivalent to the stable category of cotorsion Gorenstein flat A-modules. …

… , algebraic topology and representation theory. Not only do these areas … flat module is a cycle
of an F-totally acyclic complex of flat … Then every strongly cotorsion module has Gorenstein …

… every acyclic complex of cotorsion modules has cotorsion … complex of cotorsion modules
and F is an acyclic complex of … between flat Proj-periodic modules and acyclic complexes of …

… algebra, noncommutative algebra, representation theory, and model category theory [13].
That … cotorsion, making it cotorsion flat. This implies that B is an exact complex of cotorsion flat …

… The aim of the theory developed in this paper is to describe flat modules over associative …
We denote this complex by and place it in the cohomological degrees 0 and 1 (so \(T^0=\…

… ], we show that minimal complexes of cotorsion flat R-modules … complexes of projective or
injective Rmodules, one of our goals is to show (Theorem 3.5) that a complex B of cotorsion flat …

… , as well as in representation theory and model category theory. This is the reason why the
… (2) Every exact complex of cotorsion-flat right R-modules is F-totally acyclic. (3) Every exact …

… We will call a right (F∩C)(R)-totally acyclic complex a totally acyclic complex of flat-… A
refinement of Gorenstein flat dimension via the flat-cotorsion theory. J. Algebra, 567:346–370, 2021…

… in the theory of … totally acyclic complex of flat-cotorsion R-modules, then by symmetry,
all the kernels, cokernels and the images of the differentials of L are Gorenstein flat-cotorsion…

… role in homological algebra and representation theory (eg, [AB89], [… of totally acyclic
complexes of flat cotorsion modules is equivalent to the stable category of Gorenstein-flat cotorsion …