… of very flat modules [61, 85], as well as our work on a related topic of strongly flat and quite
flat … with an exact forgetful functor C–comod −→ R–mod if and only if C is a flat R-module. The …

… According to [27], an R-module M is said to be FP-injective (or absolutely pure [20]) if Ext1
… So applying the functor C ⊗R − to the exact sequence (4-3), we obtain the exact sequence …

… right coherent rings such that all flat left modules have finite … with compact support” functor
between derived categories of … (M,D) = 0 for all Ding injective modules D and all FP-injective …

… in the so-called strongly flat cotorsion pairs, and sometimes also in the flat cotorsion pair,
were … C, our exact sequence remains exact after applying the functor HomR.A;/. The resulting …

… and Olteanu investigated transfers of strongly Rickart objects in … this statement when L
is a faithful functor (see Theorem 2.17). … Let F denote the full subcategory of all flat right S-modules, …

… and of indecomposable pureinjective objects are strongly related to each other. In this paper
… We will denote the category of additive functors from T c to Ab by T c-Mod. Since T is k-linear…

… one is able to obtain strong results about the finitistic dimension… Finally, we require the next
result that relies heavily on our … By a repeated use of stupid truncation functors, we may find a …

… Firstly, we introduce the following functors which are defined in [9]. … 1], where Flat(R)
denotes the class of flat left R-modules and FP-Inj(Rop) denotes the class of FP-injective right R-…

… of the homotopy category of flat modules and he obtained a … Our results are strongly based
on the two papers [20] and [19… FpInj denotes the class of Fp-injective modules, that is the right …

… that if R is a strongly \(\phi \)-ring, then R/I is never \(\phi \)-flat for any proper nonnil ideal I of
R. … R-module is nonnil-FP-injective, we argue that every R-module is \(\phi \)-flat. For any R-…