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Gruppi di autoequivalenze omotopiche : tesi di dottorato in matematicaPavešić, PetarDelo obravnava homotopske avtoekvivalence različnih prostorov. Če je ▫$X$▫ končen CW-kompleks, izpeljemo spektralno zaporedje, ki določa grupo ▫${\rm Aut}(X)$▫. Če je ▫$X=X_1 \times X_2$▫ produkt ... dveh prostorov, opišemo ▫${\rm Aut}(X)$▫ kot produkt grup odvisnih od faktorjev. Če je ▫$X$▫ univerzalni prostor neke sekundarne kohomološke operacije pa opišemo ▫${\rm Aut}(X)$▫ s popmočjo homomorfizmov med moduli nad Steenrodovo algebro.Type of material - dissertationPublication and manufacture - Milano : [P. Pavešić], [1997]Language - italianCOBISS.SI-ID - 8213081
Author
Pavešić, Petar
Other authors
Piccinini, Renzo
Topics
matematika |
algebrska topologija |
homotopne avtoekvivalence |
spektralna zaporedja |
sekundarne kohomološke operacije |
Cartan-Eilenbergov sistem |
mathematics |
algebraic topology |
self-homotopy equivalences |
spectral sequences |
secondary cohomology operations |
Cartan-Eilenberg system
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FMF and IMFM, Mathematical Library, Ljubljana | Ljubljana | MAKLJ |
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Database name | Field | Year |
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Pavešić, Petar | 10768 |
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