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- W2016161188 abstract "ABSTRACT. The nonstable Bott maps b4: U(n) 2U(n + 1) for the unitary group are studied as to their behavior under iteration. They are then used to define and compute the coefficients of a spectrum. The corresponding cohomology theory is developed and compared with reduced complex K-theory. In this context the Chern character is induced by a map of spectra. The complex e-invariant appears as a coboundary in the long exact sequence of a cofibration." @default.
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- W2016161188 title "Torsion in $K$-theory and the Bott maps" @default.
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