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ON THE GENERALIZED J-HOMOMORPHISM

ON THE GENERALIZED J-HOMOMORPHISM
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摘要 I. INTRODUCTIONLet φ∈(X), where X is a compact topological space. We.denote by Ω<sub>n</sub>(X, φ)the nth normal bordism group of X with a coefficient φ. If X is path-connected, then by the natural hornomorphism I( φ ): π<sub>3</sub><sup>s</sup>≌ Ω<sub>3</sub> (*, 0 )→Ω<sub>3</sub> (X, φ) and the classical stable J- homomorphism, we can define a unique generalized J-homomorphism J (φ): π<sub>3</sub> (SO)→ Ω<sub>3</sub> ( X, φ). The order of the finite cyclic group Im J(φ) is denoted by j (φ). We refer readers to [1] for the details.
作者 李贵松
出处 《Chinese Science Bulletin》 SCIE EI CAS 1991年第16期1321-1324,共4页
关键词 generalized J-homomorphism vector BUNDLE over real an complex PROJECTIVE SPACES Rohlin theorem. GENERALIZED J-HOMOMORPHISM VECTOR BUNDLE OVER REAL AN COMPLEX PROJECTIVE SPACES ROHLIN THEOREM
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