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Mod-p Loop Space Homology

Bibliographic reference Félix, Yves ; Halperin, S. ; Lemaire, JM. ; Thomas, JC.. Mod-p Loop Space Homology. In: Inventiones Mathematicae, Vol. 95, no. 2, p. 247-262 (1989)
Permanent URL http://hdl.handle.net/2078.1/52628
  1. Anick, D.: Non-commutative graded algebras and their Hilbert series. J. Algebra78, 120?140 (1982)
  2. Avramov, L., Halperin, S.: Through the looking glass: a dictionary between rational homotopy theory and local algebra. In: Algebra, algebraic topology and their interactions, Roos, J.E., (ed.) (Lecture Notes in Math., Vol. 1183, pp. 1?27). Berlin-Heidelberg-New York: Springer 1986
  3. Borel, A.: Sur la cohomologie des espaces fibr�s principaux et des espaces homog�nes de groupes de Lie compacts. Ann. Math.57, 115?207 (1953)
  4. Felix, Y., Halperin, S., Jacobsson, C., L�fwall, C., Thomas, J.C.: The radical of the homotopy Lie algebra. Am. J. Math.110, 301?322 (1988)
  5. Felix, Y., Halperin, S., Thomas, J.C.: Gorenstein spaces. Adv. Math.71, 92?112 (1988)
  6. Halperin, S., Lemaire, J.M.: Notions of category in differential algebra. In: Algebraic topology (Rational homotopy), Proceedings, Louvain-la-Neuve Felix, Y., (ed.) (Lecture Notes in Math., Vol. 1318, pp. 138?154. Berlin-Heidelberg-New York: Springer 1988
  7. McGibbon, C.A., Neisendorfer, J.: On the homotopy groups of a finite dimensional space. Comment. Math. Helv.59, 253?257 (1984)
  8. Milnor, J.W., Moore, J.C.: The structure of Hopf algebras. Ann. Math.81, 211?264 (1965)
  9. Moore, J.C., Smith, L.: Hopf algebras and multiplicative fibrations, I. Am. J. Math.90, 752?780 (1968)
  10. Serre, J.-P.: Cohomologie modulo 2 des complexes d'Eilenberg-MacLane. Comment. Math. Helv.27, 198?232 (1953)