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Title
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LIE CENTRALIZERS AND GENERALIZED LIE DERIVATIONS AT ZERO PRODUCTS
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Type
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JournalPaper
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Keywords
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Lie centralizer, generalized Lie derivation, prime ring
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Abstract
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Let R be a unital prime ring with characteristic not 2 and containing a nontrivial idempotent. We characterize Lie centralizers and generalized Lie derivations at zero products on R. The Lie centralizers and generalized Lie derivations on R will be described. The obtained results are applied to Banach space standard operator algebras and factor von Neumann algebras.
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Researchers
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Feng Wei (Third Researcher), Hoger Ghahramani (Second Researcher), Ajda Fosner (First Researcher)
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