In this work, cofinitely essential supplemented modules are defined and some properties of
these modules are investigated. All rings will be associative with identity and all modules will …

Let M be an R− module. If every cofinite essential submodule of M has ample supplements
in M then M is called an amply cofinitely essential supplemented module. In this work some …

In this work, weakly essential supplemented modules are defined and some properties of
these modules are investigated. All rings will be associative with identity and all modules will …

Let M be an R− module. If every cofinite essential submodule of M has a weak supplement
in M, then M is called a cofinitely weak essential supplemented (or briefly cwe …

Let M be an R− module. If every cofinite essential submodule of M has a g-supplement in M,
then M is called a cofinitely essential g-supplemented (or briefly cofinitely eg-supplemented) …

In this work, R will denote an associative ring with unity and all module are unital left R􀀀
modules. Let M be an R-module. If every cofinite essential submodule of M has a weak …

Cofinitely eg-Supplemented Modules Page 1 Conference Proceeding Science and Technology,
3(1), 2020, 77–81 Conference Proceeding of 3rd International E-Conference on Mathematical …

Let M be an R− module. If every essential submodule of M has a g-supplement in M, then M
is called an essential g-supplemented (or briefly, eg-supplemented) module. If every …

Let R be a ring and M a right R-module. M is called⊕-cofinitely supplemented if every
submodule N of M with M/N finitely generated has a supplement that is a direct summand of …

In this work, we give generalizations for the concepts essential submodule and uniform
module. We call an R-submodule N of M semi-essential if N∩ P≠ 0 for each nonzero prime …