2003
DOI: 10.32917/hmj/1150997982
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A note on the Hopf homomorphism of a Toda bracket and its application

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Cited by 3 publications
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“…and so H(δη 6 p 7 ) = ĩ6 η 6 p 7 . By use of a generalized version [9] of [20,Proposition 2.2] and by the fact that H(ν ) = η 5 [20, (5.3)] for H : π 3 6 → π 5 6 , we obtain…”
Section: Proof Of Theorem 11mentioning
confidence: 99%
“…and so H(δη 6 p 7 ) = ĩ6 η 6 p 7 . By use of a generalized version [9] of [20,Proposition 2.2] and by the fact that H(ν ) = η 5 [20, (5.3)] for H : π 3 6 → π 5 6 , we obtain…”
Section: Proof Of Theorem 11mentioning
confidence: 99%