On the construction and topological invariance of the Pontryagin classes

Mathematics – Algebraic Topology

Scientific paper

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32 pages. Submitted for publication. v2: minor revision, new references added

Scientific paper

We use sheaves and algebraic L-theory to construct the rational Pontryagin
classes of fiber bundles with fiber R^n. This amounts to an alternative proof
of Novikov's theorem on the topological invariance of the rational Pontryagin
classes of vector bundles. Transversality arguments and torus tricks are
avoided.

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