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Groups with few non-((locally finite)-by-Baer) subgroups


Abstract


In this note we study groups with few non-((locally finite)-by-Baer) subgroups and we prove that if G is a locally graded group satisfying the minimal condition on non- ((locally finite)-by-Baer) subgroups or having finitely many conjugacy classes of non-((locally

DOI Code: 10.1285/i15900932v30n2p107

Keywords: Locally graded groups; (locally finite)-by-Baer groups; conjugacy classes of subgroups; minimal condition on subgroups

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