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Algebre z neizrojeno invariantno bilinearno formo : magistrsko deloCedilnik, AntonV delu so obravnavane na nujno asociativne algebre, nad katerimi delujejo neizrojene bilinearne forme, ki so invariantne v tem smislu: ▫$f(xy,z) = f(x,yz)$▫. Najprej so te algebre obdelane povsem ... algebrsko, pri čemer so glavno orodje anihilatorji. Navzlic temu pa omenjene forme vpeljujejo v nosilne prostore dualnosti in s tem lokalno konveksne topologije. Posebej je podan asociativni primer. Če je to topologija Banachovega ali celo Hilbertovega prostora, nastanejo strukture, ki so nekakšna analogija asociativnim ▫$^*$▫-algebram. Kljub neasociativnosti je možno v pomembnejših primerih izpeljati izreke Wedderburnovega tipa.Type of material - master's thesisPublication and manufacture - Ljubljana : [A. Cedilnik], 1978Language - slovenianCOBISS.SI-ID - 3649881
Author
Cedilnik, Anton
Other authors
Vidav, Ivan
Topics
invariantne bilinearne forme |
nedegenerirane bilinearne forme |
neasociativne algebre |
anihilator |
lokalno konveksna toploška algebra |
dualnost |
Hilbertova algebra |
invariant bilinear form |
nondegenerated bilinear form |
nonassociative algebra |
annihilator |
locally convex topological algebra |
dual topology |
▫$H^\ast$▫-algebra
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Database name | Field | Year |
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Vidav, Ivan | 00225 |
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