String homology of spheres and projective spaces

Mathematics – Algebraic Topology

Scientific paper

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11 pages

Scientific paper

We study a spectral sequence that computes the (mod 2) S^1-equivariant
homology of the free loop space LM of a manifold M (the "string homology" of
M). Using it and knowledge of the string topology operations on the homology of
LM, we compute the string homology of M when M is a sphere or a projective
space.

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