Abstract
We introduce the notion of a strongly prime near-ring module and then characterize strongly prime near-rings in terms of strongly prime modules. Furthermore, we define a \({\mathcal{T}}\)-special class of near-ring modules and then show that the class of strongly prime modules forms a \({\mathcal{T}}\)-special class. \({\mathcal{T}}\)-special classes of strongly prime modules are then used to describe the strongly prime radical.
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