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▫$H^\ast$▫-algebre : magistrsko deloZalar, BorutPrvi del je posvečen splošnim strukturnim izrekom in zveznosti izomorfizmov v ▫$H^\ast$▫-algebrah (neasociativnih). Dokazana je enoličnost ▫$H^\ast$▫-strukture. Drugi del je posvečen podrobni analizi ... strukture alternativnih H*-algeber. Tretji del je posvečen določitvi multiplikatorske algebre in karakterizaciji odvajanj z multiplikatorji na asociativnih H*algebrah.Type of material - master's thesisPublication and manufacture - Ljubljana : [B. Zalar], 1990Language - slovenianCOBISS.SI-ID - 3662169
Author
Zalar, Borut
Other authors
Cedilnik, Anton
Topics
Analiza |
Funkcionalna analiza |
neasociativne algebre |
▫$H^\ast$▫-algebre |
Hilbertov prostor |
involucija |
alternativna algebra |
odvajanja |
multiplikatorji |
izomorfizem |
ideal |
anihilator |
radikal |
▫$H^\ast$▫-algebra |
Hilbert space |
involution |
von Neumann algebra |
▫$C^\ast$▫-algebra |
alternative algebra |
isomorphism |
derivation |
multiplier |
Jordan derivation |
ideal |
annihilator |
radical |
projection |
trace
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FMF, Mathematical Library, Lj. | Skladišče-Jadranska 21 10941/51 |
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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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Zalar, Borut | 11719 |
Cedilnik, Anton | 01639 |
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