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Kohomološki kolobarji simetričnih grup : elaborat raziskovalne nalogeVrabec, JožeV delu sta razviti dve metodi za računanje kohomoloških kolobarjev simetričnih grup ▫$S(n)$▫. Prva metoda formalizira rezultate M. Nakaoke s pomočjo teorije homoloških operacij. Druga metoda ... predstavlja rekurzivni postopek za računanje kolobarjev ▫$H^\ast(S(2^k))$▫. Vsi rezultati so s koeficienti ▫$\mathbb Z_2$▫.Type of material - research reportPublication and manufacture - Ljubljana : Inštitut za matematiko, fiziko in mehaniko, 1974Language - slovenianCOBISS.SI-ID - 9803008
Author
Vrabec, Jože
Other authors
Hladnik, Milan |
Petek, Peter
Topics
matematika |
homološka algebra |
Simetrične grupe |
"wreath product" |
sylowske podgrupe simetričnih grup |
homologija simetričnih grup |
algebra Dyer-Lashofa |
Hopfove algebre |
kohomologija simetričnih grup |
simetrične potence sfer |
mathematics |
homological algebra |
symmetric groups |
"wreath product" |
Sylow subgroups |
homology of symmetric groups |
Dyer-Lashof algebra |
Hopf algebras |
cohomology of symmetric groups |
symmetric powers of sheres
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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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Vrabec, Jože | 00724 |
Hladnik, Milan | 03429 |
Petek, Peter | 00725 |
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