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dc.contributor.authorشلغا م, مراد
dc.contributor.authorكرادة, محمد
dc.date.accessioned2019-01-10T11:04:16Z
dc.date.available2019-01-10T11:04:16Z
dc.date.issued2018-11-04
dc.identifier.urihttp://hdl.handle.net/123456789/136483
dc.description.abstractThe first axis consists of two parts, the first containing the definitions and characteristics of FC-groups. The second part showing the relationship between this class, the class of PE-groups and the problem of P. Erdös. We also giving a solution to this problem developed by B. Neumann in [25], which allowed the extension of this problem and the introductions of the two classes and for certain classes of -groups. The second axis includes two parts. The first is the basic elements in the theory of groups and some known classes of groups and their properties. The second part presents the findings of the researchers in their study of the two categories and , for certain classes of -groups. In the last axis we review the results that we have reached, which are : - The study of the stability of the property FC by finite and torsion extensions. - The study of some finitely generated groups belonging to the two classes and in those cases: with special cases considered for k = 1 and k = 2.fr_FR
dc.language.isoarfr_FR
dc.publisherجامعة الإخوة منتوري قسنطينةfr_FR
dc.subject(ƮNk)Ʈ-زمرةfr_FR
dc.subjectƮNk-زمرةfr_FR
dc.subject(FNk)F- زمرةfr_FR
dc.subjectFNk-زمرةfr_FR
dc.subjectFC-زمرةfr_FR
dc.subjectFC-groupfr_FR
dc.subjectFNk-groupfr_FR
dc.subject(FNk)F-groupfr_FR
dc.subjectƮNk-groupfr_FR
dc.subject(ƮN)Ʈ-groupfr_FR
dc.titleحول الـ FC-زمر و الـ FNk-زمر في بعض فئات الزمر ذات النوع المنتهfr_FR
dc.typeThesisfr_FR


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