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Embedding products of low-dimensional manifolds into ▫$\mathbb R^m$▫Ahmetʹev, Petr Mihajlovič, 1963- ; Repovš, Dušan, 1954- ; Skopenkov, Arkadij B., 1972-Bodi ▫$X$▫ kartezijski produkt ▫$s$▫ krožnic, ▫$p$▫ orientabilnih 2-mnogoterosti, ▫$q$▫ neorientabilnih 2-mnogoterosti, ▫$r$▫ orientabilnih 3-mnogoterosti in ▫$t$▫ neorientabilnih 3-mnogoterosti (vse ... sklenjene). Naš glavni rezultat pravi, če so bodisi nekatere izmed teh ▫$r$▫ orientabilnih 3-mnogoterosti vložljive v ▫$\mathbb R^4$▫ bodisi ▫$q>0$▫ ali ▫$t>0$▫ ali ▫$p>0$▫ ali ▫$s>0$▫, potem je najnižja dimenzija evklidskega prostora, v katerega je mogoče gladko vložiti ▫$X$▫, enaka ▫$s+2p+3(q+r)+4t+1$▫.Source: Preprint series. - ISSN 1318-4865 (Let. 36, št. 585, 1998, str. 1-6)Type of material - article, component partPublish date - 1998Language - englishCOBISS.SI-ID - 7933785
Author
Ahmetʹev, Petr Mihajlovič, 1963- |
Repovš, Dušan, 1954- |
Skopenkov, Arkadij B., 1972-
Topics
matematika |
diferencialna topologija |
vložitev |
imerzija |
normalni sveženj |
nizkodimenzionalna mnogoterost |
Künnethova formula |
kobordizem |
kartezijski produkt |
mathematics |
differential topology |
embedding |
immersion |
normal bundle |
low-dimensional manifold |
Künneth formula |
cobordism |
cartesian product
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Ahmetʹev, Petr Mihajlovič, 1963- | ![]() |
Repovš, Dušan, 1954- | 07083 |
Skopenkov, Arkadij B., 1972- | ![]() |
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