Countably coverable rings

Oman, G; Werner, NJ

Oman, G (通讯作者),Univ Colorado, Dept Math, Colorado Springs, CO 80918 USA.

COMMUNICATIONS IN ALGEBRA, 2023; 51 (7): 2748

Abstract

Let R be an associative ring. Then R is said to be coverable provided R is the union of its proper subrings (which we do not require to be unital even......

Full Text Link