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On the Thom Isomorphism Theorem

  • W. H. Cockcroft (a1)

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In what follows (E, p, B) will always denote a fibering in the sense of Serre, † with arc-wise connected base B, projection p:E → B, and fibre F = p−1(b), b ɛ B. Coefficients will always be taken in a commutative ring A with a unit element, and the cohomology will be singular (cubical), as in (3).

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COPYRIGHT: © Cambridge Philosophical Society 1962

References

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(1)Milnor, J.Lectures on characteristic classes (mimeographed) (Princeton, 1957).
(2)Moore, J. CApplication of homology to homotopy. Ann. of Math. 58 (1953), 325–350.
(3)Serre, J. PHomologie singuliére des espaces fibrés. Applications. Ann. of Math. 54 (1951), 425–504.
(4)Thom, R.Espaces fibrés en sphere et carrés de Steenrod. Ann. Sci. École Norm. Sup. 69 (1952), 109–181.
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On the Thom Isomorphism Theorem

  • W. H. Cockcroft (a1)

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