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Nonlinear skew Jordan derivable maps on factor von Neumann algebras
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2016
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Spectral TheoryConcrete CharacterizationRepresentation TheoryEngineeringNon-commutative AlgebraQuantum AlgebraTopological AlgebraAlgebraic AnalysisAdditive -DerivationUniversal AlgebraFunctional AnalysisVon Neumann AlgebraLie Algebra
AbstractLet be a factor von Neumann algebra. Suppose that is a nonlinear skew Jordan derivable map. Then, is an additive -derivation. In particular, if the von Neumann algebra is infinite type I factors, a concrete characterization of is given.Keywords: skew Jordan derivable map-derivationvon Neumann algebraAMS Subject Classifications: 47B4946L10 NotesNo potential conflict of interest was reported by the author.Additional informationFundingThis research was supported by the National Natural Science Foundation of China [grant number 11402199], [grant number 11426176].
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