Recherche et téléchargement d’archives de revues mathématiques numérisées

 
 
  Table des matières de ce fascicule | Article précédent | Article suivant
Burghelea, D.
Converting compact and fibrations into locally trivial bundles with compact manifolds as fibres. Compositio Mathematica, 49 no. 1 (1983), p. 95-107
Texte intégral djvu | pdf | Analyses MR 699861 | Zbl 0524.55019

URL stable: http://www.numdam.org/item?id=CM_1983__49_1_95_0

Bibliographie

[1] D. Burghelea: Compact ANR-fibrations and stability of topological and p.l. concordances (manuscript).
[2] Burghelea, Lashof and Rothenberg: Groups of automorphisms of manifolds, L.N. in Math. 473, Springer Verlag.  Zbl 0307.57013
[3] Burghelea and Lashof: Geometric transfer and the homotopy type of the automorphisms groups of manifolds. (To appear in TAMS 1981.)  Zbl 0489.57008
[4] T. Chapman: Concordances of hilbert cube manifolds and tubular neighborhoods of finite dimensional manifolds, Geometric Topology, Academic Press, NY (1979).  MR 537751 |  Zbl 0465.57003
[5] T. Chapman: Lectures on hilbert cube manifolds, CBMS Regional conferences series in Math. 28 (1976).  MR 423357 |  Zbl 0347.57005
[6] T. Chapman and S. Ferry: Hourewicz fiber maps with ANR fibers, Topology 16 (1977) 131-143.  MR 448356 |  Zbl 0348.55008
[7] A. Hatcher: Higher simple homotopy theory, Ann. Math. 102 (0000) 101-137.  MR 383424 |  Zbl 0305.57009
[8] A. Fathi and Y.M. Vissetti: Deformation of open embeddings of Q-manifolds, TAMS, vol. 224, no. 2 (1976).  MR 420668 |  Zbl 0398.58007
[9] T. Chapman: Controlled concordances (preprint).  MR 792684
[10] T. Chapman and S. Ferry: Hauptvermutung for Hilbert cube manifolds .... (handwritten manuscript).
Copyright Cellule MathDoc 2014 | Crédit | Plan du site