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Quelques propriétés du foncteur \(Hom_{u_p } ( ,{\rm H}^ * V)\)

Part of the Lecture Notes in Mathematics book series (2766,volume 1172)

Keywords

  • Burnside Ring
  • Instable Pair
  • Produit Tensoriel
  • Campus Universitaire
  • Sullivan Conjecture

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Références

  1. G. CARLSSON,-G.B. Segal burnisde ring conjecture for (ℤ/2)k; Topology, Vol. 22, no 1 (1983), 83–103.

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  2. J. LANNES et S. ZARATI.-Foncteurs dérivés de la déstabilisation, Note aux C. R. Acad. Sc. Paris, t. 296 (1983), 573–576.

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  3. J. LANNES et S. ZARATI.-Foncteurs dérivés de la déstabilisation; à paraître.

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  4. J. LANNES et S. ZARATI.-Produit tensoriel de U-injectifs; à paraître.

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  5. W.H. LI.-Iterated loop functors and the homology of the Steenrod algebra A(p); Thesis, Fordham Univ., New-York, 1980.

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  6. H. MILLER.-The Sullivan conjecture on maps from classifying spaces; Ann. of Math. 120 (1984), 39–87.

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  7. L. SCHWARTZ.-La conjecture de Sullivan (d'après H. Miller); Séminaire Bourbaki 37ème année, 1984–85, no 638.

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  8. R.E. STONG.-A problem of J.F. Adams: H*(BG; ℤ/p); exposé au séminaire international de topologie algébrique. Cöttingen, novembre 1984.

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  9. S. ZARATI.-Dérivés du foncteur de déstabilisation en caractéristique impaire et applications; Thèse de doctorat d'état, Orsay 1984.

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  10. S. ZARATI.-Invariant de Hopf d'ordre supérieur et suite spectrale d'Adams en caractéristique impaire; en préparation.

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© 1985 Springer-Verlag

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Zarati, S. (1985). Quelques propriétés du foncteur \(Hom_{u_p } ( ,{\rm H}^ * V)\) . In: Smith, L. (eds) Algebraic Topology Göttingen 1984. Lecture Notes in Mathematics, vol 1172. Springer, Berlin, Heidelberg. https://doi.org/10.1007/BFb0074433

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  • DOI: https://doi.org/10.1007/BFb0074433

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