Group algebras whose unit group is locally nilpotent

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Cambridge University Press

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Abstract. We present a complete list of groups G and fields F for which: (i) the group of normalized units V(FG) of the group algebra FG is locally nilpotent; (ii) the set of nontrivial nilpotent elements of FG is finite and nonempty, and V(FG) is an Engel group.

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https://www.cambridge.org/core/journals/journal-of-the-australian-mathematical-society/article/abs/group-algebras-whose-unit-group-is-locally-nilpotent/482C5F244EBD8211FAFC0A920468E758

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Victor Bovdi: Group algebras whose unit group is locally nilpotent. In Journal of the Australian Mathematical Society. 2020. Volume 109., Issue 1. pp. 17-23.

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