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- W1965211572 abstract "THE OBJECT of this paper is to clarify (and in certain cases correct) Wall’s work on the classification of almost-closed (s 1)-connected (2s + 1)-manifolds. (A compact manifold is almost-closed if its boundary is a homotopy sphere.) In a long series of papers in this journal [ll ; I-VI], Wall classified such manifolds up to diffeomorphism and also computed the cobordism group A, “+’ of such manifolds. We will give a straightforward calculation of the groups AS2’+l for s = 0 mod 4 which differs from Wall’s result when s = 4. In fact," @default.
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- W1965211572 date "1974-03-01" @default.
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- W1965211572 title "On Wall's classification of highly-connected manifolds" @default.
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- W1965211572 doi "https://doi.org/10.1016/0040-9383(74)90033-0" @default.
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