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13.
Additive mappings decreasing rank one
Kuzma, Bojan, 1968-
Naj bo ▫$F({\mathcal X})$▫ množica operatorjev končnega ranga na realnem ali kompleksnem Banachovem prostoru ▫${\mathcal X}$▫. Podamo popolno karakterizacijo aditivnih preslikav ▫$\Phi: F({\mathcal ...X}) \to F({\mathcal X})$▫, ki slikajo operatorje ranga 1 v operatorje ranga največ 1.
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