A note on the Cayley-Bacharach property for vector bundles

Chapters in this book

1. Frontmatter I
2. Table of Contents IX
3. Almost-lines and quasi-lines on projective manifolds 1
4. Transfert de métrique 29
5. On the classification of K3 surfaces with nine cusps 41
6. Complex manifolds with split tangent bundle 61
7. Projections from subvarieties 71
8. Generalized Petersson-Weil metric on the Douady space of embedded manifolds 109
9. On simply connected Godeaux surfaces 117
10. On the Wahl map of plane nodal curves 155
11. A remark on projective embeddings of varieties with non-negative cotangent bundles 165
12. The fundamental group’s structure of the complement of some configurations of real line arrangements 173
13. Kählerian structures on symplectic reductions 225
14. Nef divisors on moduli spaces of abelian varieties 255
15. Abelian surfaces with two plane cubic curve fibrations and Calabi-Yau threefolds 275
16. Real algebraic threefolds IV. Del Pezzo fibrations 317
17. Seiberg–Witten invariants for 4-manifolds with b₊ = 0 347
18. A geometric proof of Ax’ theorem 359
19. A note on the Cayley-Bacharach property for vector bundles 361
20. The scientific work of Michael Schneider 375
21. Michael Schneider - an alpine vita 389
22. Lectures of the Symposium at Bayreuth, June 11-13,1998 397
23. List of Authors and Participants 399