MODULES HAVING (WEAK-S*) PROPERTY
Abstract
Let R be a non zero ring with identity and let M be a non zero module over R. An R-module M is called cosingular if Z*(M)=M where Z*(M)={m M, mR<
Metrics
Let R be a non zero ring with identity and let M be a non zero module over R. An R-module M is called cosingular if Z*(M)=M where Z*(M)={m M, mR<