Abstract (EN)
In this study, the basic properties of ss-semilocal modules have been proved by defining the ss-semilocal modules. A module M is ss-semilocal if every submodule U of M has a weak supplement V in M such that U intersection V is semisimple. The class of ss-semilocal modules is closed under factor modules, supplement modules and direct sums. In particular, for a ring R every left R-module is ss-semilocal if and only if R is semilocal and socle of R left R-module includes the radical of R.
Author
Dr. Arzu Olğun
How to Cite
Arzu Olğun (Master Thesis). SS-semilocal modules, 2020, Amasya University.
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