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Communications in Algebra Volume 45, 2017 - Issue 8
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Original Articles

More on involutions with local Engel or power commuting conditions

M. ChacronSchool of Mathematics and Statistics, Carleton University, Ottawa, Ontario, CanadaCorrespondence[email protected]
Pages 3503-3514 | Received 25 Apr 2016, Published online: 12 Jan 2017

Citations (5)

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Read on this site (1)

M. Chacron. (2018) Revised proof of a theorem concerning an involution with local Engel or power commuting condition. Communications in Algebra 46:1, pages 322-324.
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Articles from other publishers (4)

Cheng-Kai Liu. (2019) Additive n -commuting maps on semiprime rings . Proceedings of the Edinburgh Mathematical Society 63:1, pages 193-216.
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M. Chacron & T.-K. Lee. (2019) Open questions concerning antiautomorphisms of division rings with quasi-generalized Engel conditions. Journal of Algebra and Its Applications 18:09, pages 1950167.
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M. Chacron. (2018) Antiautomorphisms with quasi-generalized Engel condition. Journal of Algebra and Its Applications 17:08, pages 1850145.
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Pao-Kuei Liau & Cheng-Kai Liu. (2018) An Engel condition with b-generalized derivations for Lie ideals. Journal of Algebra and Its Applications 17:03, pages 1850046.
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