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  • Jordan ▫$\{g,h\}$▫-derivations of unital algebras
    Benkovič, Dominik ; Grašič, Mateja, 1983-
    In this paper we study Jordan ▫$\{g,h\}$▫-derivations of unital algebras. For algebras having nontrivial idempotents we give the sufficient and necessary conditions that every Jordan ... ▫$\{g,h\}$▫-derivation is a ▫$\{g,h\}$▫-derivation. We are particularly interested in the class of algebras ▫$\mathscr{A}$▫ having the property, that every Jordan ▫$\{g,h\}$▫-derivation of ▫$\mathscr{A}$▫ is a ▫$\{g',h'\}$▫-derivation for some linear maps ▫$g'$▫ and ▫$h'$▫.
    Vir: Operators and matrices. - ISSN 1846-3886 (Vol. 16, no. 2, 2022, str. 415-428)
    Vrsta gradiva - članek, sestavni del ; neleposlovje za odrasle
    Leto - 2022
    Jezik - angleški
    COBISS.SI-ID - 114972163

vir: Operators and matrices. - ISSN 1846-3886 (Vol. 16, no. 2, 2022, str. 415-428)

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