TY - JOUR
AU - Al-Aeashi, Shukur Neamah
AU - Hussein Al-Bakaa, Fatimah
PY - 2020/10/30
Y2 - 2021/06/22
TI - Essentially Compressible Modules Relative to A Submodule
JF - Asian Journal of Applied Sciences
JA - AJAS
VL - 8
IS - 5
SE -
DO - 10.24203/ajas.v8i5.6319
UR - https://ajouronline.com/index.php/AJAS/article/view/6319
SP -
AB - <p> In this work, the new notion is defined namely essentially compressible relative to a submodule, as a new generalization of the compressible module relative to a submodule where a module is called compressible module relative to a submodule N of M if for all non-zero submodule of such that contains N, there exists a monomorphism f Hom( ). We study some basic properties of this class and many relationships between these classes and other related concepts are presented and studied.</p>
ER -