On Groups with the Weak Wide Commensurable Property

Authors : Ayşe Berkman, Mahmut Kuzucuoğlu
Pages : 403-412
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Publication Date : 9999-12-31
Article Type : Makaleler
Abstract :An infinite group with the weak wide commensurable property is shown to be abelian, provided that it is locally finite or locally graded or non-perfect or linear. We also investigate the properties of infinite non-abelian groups with the weak wide commensurable property. Moreover, we describe completely the structure of infinite locally finite groups whose p-subgroups have the weak wide commensurable property. (AMS MSC: 20F50, 20E34).
Keywords : Turk. J. Math., 29, (2005), 403-412. Full text: pdf Other articles published in the same issue: Turk. J. Math., vol.29, iss.4.

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