“…We can prove Theorem 1 of Sigrist and Suter [18] by making use of Theorem 2.4 and Lemma 4.6. In the proof of [18], the fact that s-map induces a homomorphism of J" ( [2]) is not clear, since s-map does not commute with the Adams operations. Moreover the Atiyah transfer does not commute with the Adams operations.…”
“…By a quite similar method to the proof of Theorem 1, we can prove Theorem 1 of Sigrist and Suter [18]. § 2.…”
mentioning
confidence: 95%
“…But we use relations between the induction homomorphisms and the Adams operations in [12] instead of the localization. We also use the cellular approximation of the Becker-Gottlieb transfer used by Sigrist and Suter in [18] instead of the usual Becker-Gottlieb transfer [8].…”
“…We can prove Theorem 1 of Sigrist and Suter [18] by making use of Theorem 2.4 and Lemma 4.6. In the proof of [18], the fact that s-map induces a homomorphism of J" ( [2]) is not clear, since s-map does not commute with the Adams operations. Moreover the Atiyah transfer does not commute with the Adams operations.…”
“…By a quite similar method to the proof of Theorem 1, we can prove Theorem 1 of Sigrist and Suter [18]. § 2.…”
mentioning
confidence: 95%
“…But we use relations between the induction homomorphisms and the Adams operations in [12] instead of the localization. We also use the cellular approximation of the Becker-Gottlieb transfer used by Sigrist and Suter in [18] instead of the usual Becker-Gottlieb transfer [8].…”
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