Some characterizations of generalized coherent rings induced by a multiplicatively closed set
In this paper, [Formula: see text] denotes a multiplicatively closed set of a commutative ring [Formula: see text]. Then [Formula: see text]-coherent rings are introduced. A ring [Formula: see text] is called [Formula: see text]-coherent if every finitely generated [Formula: see text]-ideal of [Formula: see text] is fi...