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- Complex_cobordism abstract "In mathematics, complex cobordism is a generalized cohomology theory related to cobordism of manifolds. Its spectrum is denoted by MU. It is an exceptionally powerful cohomology theory, but can be quite hard to compute, so often instead of using it directly one uses some slightly weaker theories derived from it, such as Brown–Peterson cohomology or Morava K-theory, that are easier to compute.The generalized homology and cohomology complex cobordism theories were introduced by Atiyah (1961) using the Thom spectrum.".
- Complex_cobordism wikiPageExternalLink books?id=6vG13YQcPnYC.
- Complex_cobordism wikiPageExternalLink ICM1978.1.
- Complex_cobordism wikiPageExternalLink Complex_bordism.
- Complex_cobordism wikiPageExternalLink mu.html.
- Complex_cobordism wikiPageID "1033666".
- Complex_cobordism wikiPageRevisionID "577220688".
- Complex_cobordism author "Yu. B. Rudyak".
- Complex_cobordism hasPhotoCollection Complex_cobordism.
- Complex_cobordism id "C/c022780".
- Complex_cobordism id "cobordism+cohomology+theory".
- Complex_cobordism last "Novikov".
- Complex_cobordism title "Cobordism".
- Complex_cobordism title "cobordism cohomology theory".
- Complex_cobordism txt "yes".
- Complex_cobordism year "1960".
- Complex_cobordism year "1962".
- Complex_cobordism subject Category:Algebraic_topology.
- Complex_cobordism comment "In mathematics, complex cobordism is a generalized cohomology theory related to cobordism of manifolds. Its spectrum is denoted by MU.".
- Complex_cobordism label "Complex cobordism".
- Complex_cobordism sameAs m.03bx2nc.
- Complex_cobordism sameAs Q5156571.
- Complex_cobordism sameAs Q5156571.
- Complex_cobordism wasDerivedFrom Complex_cobordism?oldid=577220688.
- Complex_cobordism isPrimaryTopicOf Complex_cobordism.