Online Resource
Berlin, Heidelberg : Springer-Verlag Berlin Heidelberg
Format:
Online-Ressource
ISBN:
9783642111020
Series Statement:
C.I.M.E. Summer Schools 73
Content:
A. Banyaga: On the group of diffeomorphisms preserving an exact symplectic.- G.A. Fredricks: Some remarks on Cauchy-Riemann structures.- A. Haefliger: Differentiable Cohomology.- J.N. Mather: On the homology of Haefliger's classifying space.- P. Michor: Manifolds of differentiable maps.- V. Poenaru: Some remarks on low-dimensional topology and immersion theory.- F. Sergeraert: La classe de cobordisme des feuilletages de Reeb de SA est nulle.- G. Wallet: Invariant de Godbillon-Vey et diffeomorphismes commutants
Note:
Description based upon print version of record
,
Differential Topology; Copyright Page; Contents; On the Group of Diffeomorphisms Preserving an Exact Symplectic Form; Statement of the result; References; Some Remarks on Cauchy-Riemann Structures; References; Differentiable Cohomology; Chapter I: Invariant forms; Chapter II - Differentiable Cohomology of LIE Groups; Chapter III - Cohomology Theory for Topological Groupoïds*; Chapter IV: Differentiable Cohomology of Groupoids with Two Differentiable Structures; References; On the Homology of Haefliger's Classifying Space; 1. Haefliger Structures (Deifinition)
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2. The Classifying Space for Cap gamma - structures3. The Normal Bundle; 4. The Classifying Theorem; 5. Model for BG.; 6. Thurston's theorem; 7. Cap gamma - Btructures Transverse to the Fibers; 8. Local Model for Image; 9. Disk model for Image; 10. First Deformation Lama; 11. A Homotopy; 12. Proof of the First Deformation Lemma; 13. Existence of Gn; 14. Second Deformation Lemma; 15. Proof of the second deformation lemma; 16. Spme of Sections; 17. Construction of the Mapping; 18. Filtrations of XM and Image; 19. Construction of Image etc.; 20. Construction of Image etc
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21 Topology of Image etc22. Topology of Image; 23. Construction of Image; 24. Construction of Image; 25. End of the Proof of the Lemrma in 21; 26. A Property of the Functor vN; 27. Proof of the Corollary of Thurston's Theorem; 28. Proof of Thurston's Theorem; References; Manifolds of differentiable maps; References; Some remarks on low-dimensional topology and immersion theory; References; La Classe de Cobordisme des Feuilletages de Reeb de S3 Est Nulle; Bibliographie; Invariant de Godbillon-Vey et Diffeomorphismes Commutants
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I. Définition de l'homomorphisme GV et énoncé du résultat principalII. Réduction du théorème 1 à un cas particulier; III. Centralisateur de certains diff~omorphisme; IV. Démonstration du théorème 2 dans le cas dg la proposition 1; V. Une présentation simpliciale de l'homomorphision GV; VI. Fin de la démonstration du théorème 2; Biblographie;
Language:
English
Keywords:
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