On a dual submanifold homomorphism |
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Authors: | José Carlos de Souza Kiihl |
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Affiliation: | 1. IMECC, UNICAMP, Caixa Postal, 1170, Campinas, SP, Brasil
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Abstract: | In this paper we develop a technique to study the homomorphisma: MU * (B U1)→M U*?2 (B U1) defined by assigning to the class off: M→B U 1 the class off oi: N→B U1, wherei: N→M is the submanifold dual tof*(γ1)?f*(γ1), and γ1→B U is the 3 universal line boundle. So that we can present a (σn), where σnis the class of the classifying map of the canonical line boundle overC P n, in terms of the σi’s and chosen generators of Π★(M U). |
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