Zawartość
Pełne teksty:
Warianty tytułu
Abstrakty
CONTENTS
Introduction.........................................................................5
I. Semi-simplicial morphisms and topology..........................7
II. Foliated ss-manifolds and sheaf cohomology................13
III. Sheaf cohomology of ss-manifolds...............................32
References.......................................................................55
Słowa kluczowe
Tematy
Miejsce publikacji
Warszawa
Copyright
Seria
Rozprawy Matematyczne
tom/nr w serii:
278
Liczba stron
55
Liczba rozdzia³ów
Opis fizyczny
Dissertationes Mathematicae, Tom CCLXXVIII
Daty
wydano
1989
Twórcy
autor
Bibliografia
- [1] G. Andrzejczak, Some characteristic invariants of foliated bundles, Dissertationes Math. 222 (1984).
- [2] G. Andrzejczak, More characteristic invariants of foliated bundles, in: Differential Geometry, Banach Center Publ. 12, PWN, Warszawa 1984, 9-22.
- [3] G. Andrzejczak, On foliations of semi-simplicial manifolds and their holonomy, preprint MPI Bonn/SFB 84-55; to appear.
- [4] G. Andrzejczak, Supplement to: On foliations of semisimplicial manifolds and their holonomy; the uniqueness, preprint MPI Bonn/SFB 85-27.
- [5] G. Andrzejczak, On foliations of semi-simplicial manifolds and characteristic homomorphisms, preprint MPI Bonn/SFB 85-62; to appear.
- [6] R. Bott, Lectures on characteristic classes and foliations. In: Lectures on Algebraic and Differential Topology Delivered at the II. ELAM, Lecture Notes in Math. 279, Springer, Berlin 1972, 1-94.
- [7] J. L. Dupont, Curvature and Characteristic Classes, Lecture Notes in Math. 640, Springer, Berlin 1978.
- [8] C. Godbillon, Cohomologies d'algèbres de Lie champs de vecteurs formels, Sém. Bourbaki 1972/73, exp. 421.
- [9] R. Godement, Topologie Algèbrique et Théorie des Faisceaux, Actualités sci. et indust. 1252, "Hermann, Paris 1958.
- [10] A. Haefliger, Differentiable cohomology, A course given at CIME, 1976.
- [11] A. Haefliger, Groupoides d'holonomie et classifiants, In: Structure Transverse des Feuilletages (Toulouse 1982), Astérisque 116, Soc. Math, de France, 1984, 70-97.
- [12] C. Roger, Méthodes homotopiques et cohomologiques en théorie des feuilletages, Thèse, Univ. de Paris XI (1976).
- [13] C. Roger, Cohomologie (p,q) des feuilletages et applications, In: Structure Transverse des Feuilletages (Toulouse 1982), Astérisque 116, Soc. Math, de France, 1984, 195-213.
Języki publikacji
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Uwagi
Identyfikator YADDA
bwmeta1.element.zamlynska-534e9d3d-8d6b-4b9f-b12d-23a9b2713191
Identyfikatory
ISBN
83-01-08821-4
ISSN
0012-3862
Kolekcja
DML-PL
