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Abstract: Naj bosta ▫$A$▫ in ▫$B$▫ enotski polenostavni Banachovi algebri. Če je ▫$phi colon M_2(A)to B$▫ bijektivna linearna preslikava, ki ohranja spekter, potem je ▫$phi$▫ jordanski homomorfizem.
Keywords: matematika, teorija operatorjev, ohranjevalec spektera, Banachova algebra, jordanski homomorfizem, mathematics, operator theory, spectrum-preserving map, Banach algebra, Jordan homomorphism
Published in DKUM: 10.07.2015; Views: 1528; Downloads: 114
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