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Oka manifoldsForstnerič, Franc, 1958-V članku je podan pozitiven odgovor na vprašanje Mikhaela Gromova (Oka's principle for holomorphic sections of elliptic bundles, J. Amer. Math.\ Soc. 2, 851-897 (1989), str. 881). Glavni rezultat je ... naslednji: Če ima kompleksna mnogoterost ▫$Y$▫ lastnost, da lahko vsako holomorfno preslikavo z neke kompaktne konveksne množice ▫$K$▫ v kompleksnem evklidskem prostoru ▫${\mathbb{C}}^n$▫ v ▫$Y$▫ aproksimiramo enakomerno na ▫$K$▫ s holomorfnimi preslikavami ▫${\mathbb{C}}^n$▫ v ▫$Y$▫, potem ▫$Y$▫ zadoššča parametrični lastnosti Oka z aproksimacijo ter interpolacijo.Source: Comptes rendus. Mathématique. - ISSN 1631-073X (Vol. 347, fasc. 17-18, 2009, str. 1017-1020)Type of material - article, component partPublish date - 2009Language - englishCOBISS.SI-ID - 15395161
Author
Forstnerič, Franc, 1958-
Topics
matematika |
kompleksna analiza |
princip Oka |
Steinov prostor |
konveksna aproksimacija |
mathematics |
complex analysis |
Oka property |
Stein space
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source: Comptes rendus. Mathématique. - ISSN 1631-073X (Vol. 347, fasc. 17-18, 2009, str. 1017-1020)
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Forstnerič, Franc, 1958- | 09990 |
Source: Personal bibliographies
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