Commutative rings and modules that are Nil-coherent or special Nil-coherent
KA Ismaili, DE Dobbs, N Mahdou - Journal of Algebra and Its …, 2017 - World Scientific
Recently, Xiang and Ouyang defined a (commutative unital) ring R to be Nil*-coherent if
each finitely generated ideal of R that is contained in Nil (R) is a finitely presented R-module …
each finitely generated ideal of R that is contained in Nil (R) is a finitely presented R-module …
Commutative rings and modules that are nil-coherent or special nil-coherent
KA ISMAILI - … Faculty of Sciences and Technology of …, 2017 - icaa2017fste.sciencesconf.org
Recently, Xiang and Ouyang defined a (commutative unital) ring R to be Nil∗-coherent if
each finitely generated ideal of R that is contained in Nil (R) is a finitely presented R-module …
each finitely generated ideal of R that is contained in Nil (R) is a finitely presented R-module …
Commutative rings and modules that are Nil-coherent or special Nil-coherent.
KA Ismaili, DE Dobbs… - Journal of Algebra & Its …, 2017 - search.ebscohost.com
Abstract Recently, Xiang and Ouyang defined a (commutative unital) ring to be Nil-coherent
if each finitely generated ideal of that is contained in Nil is a finitely presented-module. We …
if each finitely generated ideal of that is contained in Nil is a finitely presented-module. We …