… coherent rings. Naturally, many literature articles take the role of FP-injectivity in relative
homological … and investigate self-FP-injective coherent rings in terms of Gorenstein FP-injective …

… over arbitrary associative rings, which is defined using special Gorenstein flat precovers. We
compare the Gorenstein relative homology to the Tate/unbounded homology … be coherent …

… In this paper, we study the relative homological dimension … Gorenstein flat if the ground ring
is right coherent and has finite left … group algebras of groups over any commutative coefficient …

… coherent rings and n-coherent rings. Along the same lines, it seems to be natural to extend
the ideas of [7, 8] and studied the relative homological … Let R be a ring graded by a group G …

… In this paper we call a (left and right) coherent ring with finite (… Ding-Chen ring and G is a
finite group, the group ring R[G] is … and developed Gorenstein homological algebra. Hovey […

… 1960s, now form the basis of a version of relative homological algebra known as Gorenstein
… Thanks to [25, Corollary 4.12], now we can remove the assumption of coherent rings in …

… By replacing finitely presented modules by super finitely presented modules, we may
generalize many results of a homological nature from coherent rings to arbitrary rings. Some …

… rings are assumed to be coherent in [15]; as a generalization, the notion of GF-closed rings
… can remove the assumptions of coherent rings and GF-closed rings in many situations, see …

… variety of relative homological algebra that is now called Gorenstein homological algebra. …
cover and Chase showed that right coherence for a ring is equivalent to closure of the class …

… nX-coherent rings. We then investigate the relations among Gorenstein nX-injective, nX-flat,
injective and flat modules on X-FC-rings (ie, self nX-injective and nXcoherent rings). … groups, …