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- Q7064908 subject Q6248542.
- Q7064908 subject Q8488086.
- Q7064908 subject Q8521258.
- Q7064908 subject Q8826459.
- Q7064908 abstract "This page concerns mathematician Sergei Novikov's topology conjecture. For astrophysicist Igor Novikov's conjecture regarding time travel, see Novikov self-consistency principle.The Novikov conjecture is one of the most important unsolved problems in topology. It is named for Sergei Novikov who originally posed the conjecture in 1965. The Novikov conjecture concerns the homotopy invariance of certain polynomials in the Pontryagin classes of a manifold, arising from the fundamental group. According to the Novikov conjecture, the higher signatures, which are certain numerical invariants of smooth manifolds, are homotopy invariants.The conjecture has been proved for finitely generated abelian groups. It is not yet known whether the Novikov conjecture holds true for all groups. There are no known counterexamples to the conjecture.".
- Q7064908 wikiPageExternalLink Novikov_Sergi.html.
- Q7064908 wikiPageExternalLink d_manc.pdf.
- Q7064908 wikiPageExternalLink Novikov_Conjecture.
- Q7064908 wikiPageExternalLink NC.html.
- Q7064908 wikiPageExternalLink owsemfinalextract.pdf.
- Q7064908 wikiPageExternalLink novikov1.pdf.
- Q7064908 wikiPageExternalLink novikov2.pdf.
- Q7064908 wikiPageExternalLink Novikov_conjecture.
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- Q7064908 wikiPageWikiLink Q6248542.
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- Q7064908 wikiPageWikiLink Q8488086.
- Q7064908 wikiPageWikiLink Q8521258.
- Q7064908 wikiPageWikiLink Q8826459.
- Q7064908 comment "This page concerns mathematician Sergei Novikov's topology conjecture. For astrophysicist Igor Novikov's conjecture regarding time travel, see Novikov self-consistency principle.The Novikov conjecture is one of the most important unsolved problems in topology. It is named for Sergei Novikov who originally posed the conjecture in 1965. The Novikov conjecture concerns the homotopy invariance of certain polynomials in the Pontryagin classes of a manifold, arising from the fundamental group.".
- Q7064908 label "Novikov conjecture".