A ring R is said to be right U-Noetherian if R satisfies ascending chain condition （ACC） on uniform right ideals. This article characterizes U-Noetherian ring by U-injective modules and discusses the extensions of U...A ring R is said to be right U-Noetherian if R satisfies ascending chain condition （ACC） on uniform right ideals. This article characterizes U-Noetherian ring by U-injective modules and discusses the extensions of U-Noetherian ring.展开更多
基金Supported by the Scientific Research Foundation of Gansu Provincial Education Department (0813B-01)
文摘A ring R is said to be right U-Noetherian if R satisfies ascending chain condition （ACC） on uniform right ideals. This article characterizes U-Noetherian ring by U-injective modules and discusses the extensions of U-Noetherian ring.
