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Monotone preslikave v Banachovih prostorih in nelinearni eliptični robni problemi : magistrsko deloLavrič, BorisV delu raziskujemo lastnosti monotonih preslikav ▫$T:X \to 2^{X^\ast}$▫ med refleksivnimi Banachovimi prostori. Zlasti nas zanima, pri katerih elementih ▫$f \in X^\ast$▫ je rešljiva enačba ▫$f \in ... T_x$▫. Surjektivnost nekaterih operatorjev monotonega tipa uporabimo za dokaz eksistence šibke rešitve eliptičnega robnega problema.Type of material - master's thesisPublication and manufacture - Ljubljana : [B. Lavrič], 1983Language - slovenianCOBISS.SI-ID - 3653977
Author
Lavrič, Boris
Other authors
Suhadolc, Anton, 1935-
Topics
matematika |
operatorska teorija |
monotone preslikave |
Banachov prostor |
šibka topologija |
konveksni funkcionali |
robni problemi |
prostori Soboljeva |
monotone mapping |
convex functional |
Banach space |
weak topology |
boundary value problems |
Sobolev spaces
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Skladišče-Jadranska 21 0000010941/0000000031 Skladišče-Jadranska 21 10941/31 |
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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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Lavrič, Boris | 05000 |
Suhadolc, Anton, 1935- | 00204 |
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