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Submultiplikativne norme : magistrsko deloMojškerc, BlažNajprej okarakteriziramo vse operatorske matrične norme v množici vseh submultiplikativnih matričnih norm. Izkaže so, da so to natanko minimalni elementi v množici vseh submultiplikativnih matričnih ... norm glede na običajno delno urejenost. Nadaljujemo s Sebestyenovima izrekoma, po katerih sta vsaka ▫$^\ast$▫-polnorma in kvadratična polnorma nujno submultiplikativni. Delo zaključimo s primeri algeber, ki ne dopuščajo submultiplikativne norme. izkaže se, da na algebri ▫$\mathcal{L}(X)$▫ vseh linearnih preslikav na neskončno razsežnem vektorkem prostoru ▫$X$▫ ne obstaja niti submultiplikativna polnorma, za neobstoj submultiplikativne norme na prostoru zveznih funkcij ▫$C(\Omega)$▫ pa zadošča obstoj neomejene zvezne funkcije na ▫$\Omega$▫.Type of material - master's thesis ; adult, seriousPublication and manufacture - Ljubljana : [B. Mojškerc], 2004Language - slovenianCOBISS.SI-ID - 13196121
Author
Mojškerc, Blaž
Other authors
Drnovšek, Roman, 1966-
Topics
funkcionalna analiza |
operatorska norme |
submultiplikativne norme |
▫$C^\ast$▫-polnorme |
kvadratične polnorme |
spektralne polnorme |
functional analysis |
operator norms |
submultiplicative norms |
▫$\C^\ast$▫-seminorms |
seminorms with square property |
spectral seminorms
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Mojškerc, Blaž | ![]() |
Drnovšek, Roman, 1966- | 11709 |
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