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Uniform convexity and the splitting problem for selectionsBalashov, Maxim V. ; Repovš, Dušan, 1954-Nadaljujemo z našimi raziskavami tistih primerov, v katerih ima problem Repovša in Semenova o razcepu selekcij pozitivno rešitev za zvezne večlične preslikave. Obravnavamo situacijo v ... neskončno-dimenzionalnih enakomerno konveksnih Banachovih prostorih. Uporabljamo Polyakova pojma enakomerne konveksnosti in modula enakomerne konveksnosti za poljubne konveksne množice (ki niso nujno krogle). Študiramo splošne geometrijske lastnosti enakomerno konveksnih množic. Dobimo tudi pozitivno rešitev problema o razcepu za selekcije določenih večličnih preslikav z enakomerno konveksnimi slikami.Source: Journal of mathematical analysis and applications. - ISSN 0022-247X (Vol. 360, no. 1, 2009, str. 307-316)Type of material - article, component partPublish date - 2009Language - englishCOBISS.SI-ID - 15236697
Author
Balashov, Maxim V. |
Repovš, Dušan, 1954-
Topics
matematika |
topologija |
problem razcepa |
večlična preslikava |
enakomerno zvezna selekcija |
enakomerna konveksnost |
modul konveksnosti |
refleksivni Banachov prostor |
mathematics |
topology |
splitting problem |
set-valued mapping |
uniformly continuous selection |
uniform convexity |
modulus of convexity |
reflexive Banach space
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| Balashov, Maxim V. | ![]() |
| Repovš, Dušan, 1954- | 07083 |
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