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## On strictly semiprime rings. (Russian)

Authors: Bunu I. D.

### Abstract

Let \$R\$ - be an associative ring with identity and \$z\$ be a pretorsion, the filter of which consists from the essentially left ideals of a ring \$R\$. It was proved that all the pretorsions \$r \geq z\$ of the category of unital left \$R\$ - modules are pretorsions if and only if the ring \$R\$ is the strictly semiprime.