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Toroidne dekompozicije trirazsežne sfere : doktorska disertacijaMalešič, JožeDelo obravnava homogene toroidne dekompozicije 3 mnogoterosti, predvsem 3-sfere. Definirana je invarianta ▫${\rm next}_L$▫ vložitev spleta v polni torus. Dobljena je zgornja ocena te invariante v ... primeru, ko je dani splet dekoracija nekega drugega spleta. Ta ocena vodi do zadostnega pogoja za skrčljivost homogenih toroidnih dekompozicij. Slika dekompozicijskih elementov dekompozicijskem prostoru homogene toroidne dekompozicije je Cantorjeva množica. Izdelani so zadostni pogoji za homogenost vložitve in za Lipschitzovo homogenost vložitve te Cantorjeve množice v dekompozicijski prostor.Type of material - dissertation ; adult, seriousPublication and manufacture - Ljubljana : [J. Malešič], 1995Language - slovenianCOBISS.SI-ID - 3968089
Author
Malešič, Jože
Other authors
Repovš, Dušan, 1954-
Topics
homogena toroidna dekompozicija |
navzgor polzvezna dekompozicija |
extremni cilinder |
dekoracija spleta |
skrčljiva dekompozicija |
klonska struktura |
drseča translacija |
tranzitivna grupa drsečih translacij |
Lipshitzova homogena vložitev |
Antoienova ogrlica |
Bing-Whiteheadova dekompozicija |
divja Cantorjeva množica |
homogenous toroidal decomposition |
upper semicontinuous decomposition |
extremal cylinder |
decoration of a link |
shrinkable decomposition |
clone structure |
sliding translation |
Lipschitz homogenous embedding |
wild Cantor set |
Antoine necklace |
Bing-Whitehead decomposition
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| Database name | Field | Year |
|---|
| Links to authors' personal bibliographies | Links to information on researchers in the SICRIS system |
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| Malešič, Jože | 05485 |
| Repovš, Dušan, 1954- | 07083 |
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