Abstract
The notion of $\ppb \a$-boundedness is used to study several topics in the theory of separable abelian $p$-groups, including the torsion product of torsion-complete groups, the generalized core class property, and in the context of the constructible universe, groups whose socles are essentially finitely indecomposable as valuated vector spaces.
Citation
Patrick W. Keef. "On separable $\widetilde{p}^{\alpha}$-bounded primary abelian groups." J. Commut. Algebra 6 (3) 363 - 382, FALL 2014. https://doi.org/10.1216/JCA-2014-6-3-363
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