Referencias:

• Adams, J., On the cobar construction (1956) Proc. Nat. Acad. of Sciences, 42, pp. 409-412. , USA
• Anick, D., A model of Adams-Hilton type for fiber squares (1985) III. J. of Math., 29, pp. 463-502
• Buenos Aires Cyclic Homology Group Cyclic homology of algebras with one generator, , to appear in K-theory
• Burghelea, D., Fiedorowicz, Z., Cyclic homology and algebraic k-theory of spaces 11. Topology (1986), 25, pp. 303-317; Gromoll, D., Meyer, W., Periodic geodesics in compact Riemannian manifolds (1969) J. Diff. Geom, 3, pp. 493-510
• Hood, C., Jones, J.D.S., (1987) Some algebraic properties of cyclic homology groups K-theory, 1, pp. 361-383
• Munkholm, H., The Eilenberg-Moore spectral sequence and. strongly homotopy multiplicative maps (1974) J.Pure and App. Alg, 5, pp. 1-50
• Moore, J., Séminaire Cartan 59/60. Exposé, (7)
• Solotar, A., Bivariant cyclic cohomology and S1-spaces (1990) Publ. Math. IRMA Strasbourg
• Vigué-Poirrier, M., Burghelea, D., Cyclic homology of commutative algebras (1988) I. LNM, 1318, pp. 51-72
• Vigué-Poirrier, M., Halperin, S., The homology of a free loop space (1989) Publ. Math. IRMA Lille, 17
• Vigué-Poirrier, M., Sullivan, D., The homolgy theory of the closed geodesic problem (1976) J. Diff. Geom., 11, pp. 633-644

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