… by Thick(S) the smallest thick subcategory of C containing S. … all p = m, ie, Tm is the cotorsion
envelope of N. Note that N is … Here, instead of A/I we can use a suitable Koszul complex for …

… of R-modules, let SubLim(C) denote the smallest … cotorsion pair (A,B) is said to be induced
by an R-module M provided that B = M⊥. A cotorsion pair (A,B) induced by an n-tilting module …

… In section 6, n-cotorsion modules and n-cotorsion global … R-module M, denoted by cidR(M),
is defined as the smallest … preserves totally acyclic complex of flat-cotorsion modules. In …

… the anticyclotomic Zp-extension is cotorsion over the Iwasawa algebra … for his Selmer
complexes to descend our results on the Z2 … We extend it very slightly to cover the case of …

… In this section, we show that the 2-term Gorenstein silting complex is in bijection with the
Gorenstein silting module. Then we characterise it by the connection with the tstructure and …

… The superscript |$c$| will always stand for the action of a fixed complex conjugation. We fix
… to show that the signed Selmer groups are cotorsion over the cyclotomic Iwasawa algebra. In …

… ( )), - simply or BidFP is the smallest integer n such that … -flat and flat modules. Also, we will
see when the nth Syzygy of an SFI-flat module is SFI-flat and we prove that the SFI-flat module …

… We consider the weak global dimension, cotorsion dimension … M is defined to be the smallest
integer n such that Extn+1 … The right complex is exact since I↓G H is also injective by [10, …

… with respect to the class of flat modules over a left Noetherian non-… cotorsion triplet in mod(Λ),
where D(Λ) is the minimal … So if Flat(R) denotes the class of flat complexes, we can note …

… modules is contained in the class of FD ≤ 1 modules. Recall that a module M is a minimax
module … is a finitely generated R-module, therefore all of terms of the complex ( † ) are finitely …