[Homology of Spaces of Strings of Configuration-spaces]
(1994) Institut Fourier. Annales — Vol. 44, n° 2, p. 559-568 (1994)
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- Abstract
- We compute the loop space homology of the space F(M,k) of configurations of k points in a compact simply connected manifold M. We prove in particular that, if H* (M, Q) is not generated by one generator, then the rational homology of OMEGAF (M, k) contains a tensor algebra for k greater-than-or-equal-to 2.
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Félix, Y., & Thomas, JC. (1994). [Homology of Spaces of Strings of Configuration-spaces]. Institut Fourier. Annales, 44(2), 559-568. https://hdl.handle.net/2078.5/86157 (Original work published 1994)