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What is Finitely Many Long Commutators in Groups about?

This research paper investigates groups with finitely many long commutators of maximal order, establishing key results regarding their structure. It demonstrates that a residually finite group with such properties contains a subgroup of finite index with a trivial lower central series, and provides conditions under which the order of the commutators is finite. The paper also discusses the implications of these findings for groups that are finitely generated or nilpotent.

Author

hammadahmad2101057

Language

EN