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Analiza. Del 5, Pararefleksivni operatorjiOmladič, MatjažLinearni podprostor Banachovega prostora je polzaprt, če je enak zalogi vrednosti nekega omejenega operatorja z domeno v nekem Banachovem prostoru. Omejen operator ▫$T$▫ na Banachovem prostoru je ... pararefleksiven, če je vsak operator, ki ohranja invariantne vse zanj invariantne parazaprte podprostore, cela analitična funkcija operatorja ▫$T$▫. V delu je dokazana karakterizacija pararefleksivnih operatorjev na separabilnih Banachovih prostorih. Študirana je tudi paratranzitivnost omejenih operatorjev na Banachovem prostoru.Type of material - research reportPublication and manufacture - Ljubljana : Inštitut za matematiko, fiziko in mehaniko, 1987Language - slovenian, englishCOBISS.SI-ID - 8102233
Author
Omladič, Matjaž
Other authors
Hvala, Bojan |
Kramar, Edvard
Topics
matematika |
funkcionalna anliza |
teorija operatorjev |
invariantni podprostori |
parazaprti podprostori |
pararefleksivnost |
paratranzitivnost |
mathematics |
functional analysis |
operator theory |
invariant subspaces |
paraclosed subspaces |
parareflexiveness |
paratransitivity
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Database name | Field | Year |
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Links to authors' personal bibliographies | Links to information on researchers in the SICRIS system |
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Omladič, Matjaž | 09573 |
Hvala, Bojan | 06084 |
Kramar, Edvard | 05484 |
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