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- J-homomorphism abstract "In mathematics, the J-homomorphism is a mapping from the homotopy groups of the special orthogonal groups to the homotopy groups of spheres. It was defined by George W. Whitehead (1942), extending a construction of Hopf (1935).".
- J-homomorphism wikiPageExternalLink tresc.php?wyd=1&tom=25.
- J-homomorphism wikiPageExternalLink rtx110600804p.pdf.
- J-homomorphism wikiPageID "3061995".
- J-homomorphism wikiPageRevisionID "507318748".
- J-homomorphism authorlink "George W. Whitehead".
- J-homomorphism first "George W.".
- J-homomorphism hasPhotoCollection J-homomorphism.
- J-homomorphism last "Whitehead".
- J-homomorphism year "1942".
- J-homomorphism subject Category:Homotopy_theory.
- J-homomorphism subject Category:Topology_of_Lie_groups.
- J-homomorphism comment "In mathematics, the J-homomorphism is a mapping from the homotopy groups of the special orthogonal groups to the homotopy groups of spheres. It was defined by George W. Whitehead (1942), extending a construction of Hopf (1935).".
- J-homomorphism label "J-homomorphism".
- J-homomorphism sameAs m.08nyv5.
- J-homomorphism sameAs Q6103838.
- J-homomorphism sameAs Q6103838.
- J-homomorphism wasDerivedFrom J-homomorphism?oldid=507318748.
- J-homomorphism isPrimaryTopicOf J-homomorphism.