On Hensel's lemma and exponential sums

Kapitel in diesem Buch

1. Frontmatter i
2. Foreword v
3. Table of Contents vii
4. The second Lefschetz theorem on hyperplane sections 1
5. Algebraization of formal moduli: I 21
6. The signature of fibre-bundles 73
7. On Hensel's lemma and exponential sums 85
8. An intrinsic characterization of harmonic one-forms 101
9. Intrinsic norms on a complex manifold 119
10. On the area of complex manifolds 141
11. On the deformation of sheaves of rings 149
12. Die Azyklizitat der affinoiden tlberdeckungen 159
13. Hermitian differential geometry, Chern classes, and positive vector bundles 185
14. The signature of ramified coverings 253
15. Deformations of compact complex surfaces 267
16. On the volume of polyhedra 273
17. On the resolution of certain holomorphic mappings 289
18. Harmonic integrals for differential complexes 295
19. A note on families of complex structures 309
20. A survey of some results on complex Kahler manifolds 315
21. Enriques' classification of surfaces in char p: I 325
22. On modular imbeddings of a symmetric domain of type (IV) 341
23. The curvature of 4-dimensional Einstein spaces 355
24. On deformation of pseudogroup structures 367
25. Sur les variétés d'ordre fini 397
26. Obstructions to the existence of a space of moduli 403