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13.
Derivations mapping into the radical, III
Brešar, Matej ; Mathieu, Martin
Dokazana je karakterizacija odvajanj na Banachovi algebri ▫${\cal A}$▫, ki slikajo v radikal: ▫$d({\cal A})\subseteq {\rm rad}({\cal A})$▫ natanko tedaj, ko obstaja tak ▫$M>0$▫, da je ▫$r(d(x))\le ...Mr(x)$▫ za vsak ▫$x\in {\cal A}$▫, kjer ▫$r(\cdot)$▫ označuje spektralni radij.
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