ON STRONGLY PRIME SUBMODULES
STRONGLY
SUBMODULES
Let R be an integral domain with quotient field K. A prime ideal P of R is called
a strongly prime ideal of R if for each x, y ∈ K, x y ∈ P implies x ∈ P or y ∈ P. In
this paper, we generalize this concept to submodules, thus we define strongly prime
submodules and give some of their properties.