A note on Socle-regular QTAG-modules

A right module M over an associative ring with unity is a QTAG- module if every ?nitely generated submodule of any homomorphic image of M is a direct sum of uniserial modules. Recently the authors introduced the notions of socle regular and strongly socle-regular QTAG-modules and investigated their properties. Here we study those properties of these modules which are shared by their maximal h-divisible submodules and isometrically large submodules.