Dokazali smo naslednji izrek: Naj bo ▫${\cal A}$▫ Banachova algebra z enoto in naj bo ▫${\cal B}$▫ standardna operatorska slgabra z enoto na Banachovem prostoru ▫$X$▫. Predpostavimo, da je ...▫$\Phi:{\cal A \to B}$▫ unitalna surjektivna linearna preslikava, ki ohranja obrnljivost. Potem ▫$\Phi$▫ ohranja idempotente.
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