Abstract

Fully Invariant Subgroups of n-Summable Primary Abelian Groups

Highlights

  • Throughout this paper suppose all groups are Abelian, p-primary for some arbitrary but a fixed prime, written additively as is the custom when exploring Abelian groups

  • L’accès aux articles de la revue « Annales mathématiques Blaise Pascal », implique l’accord avec les conditions générales d’utilisation

  • We present a number of results concerning fully invariant subgroups of nsummable groups

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Summary

Introduction

Throughout this paper suppose all groups are Abelian, p-primary for some arbitrary but a fixed prime, written additively as is the custom when exploring Abelian groups. We present a number of results concerning fully invariant subgroups of nsummable groups. A problem of interest is to find suitable properties of groups that are inherited by special subgroups called fully invariant. F of a group G is said to be fully invariant if each endomorphism of G

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