Cohomology of a general instanton bundle

 Access to full text

 Full (PDF)

1. [1] E. BALLICO and P. ELLIA, On Degeneration and Postulation of a Generic Elliptic Curve. Zbl0591.14041
2. [2] W. BARTH, Some Properties of Stable Rank 2 Vector Bundles on Pn (Math. Ann., Vol. 226, 1977, pp. 125-150). Zbl0332.32021MR55 #2905
3. [3] W. BARTH, Irreducibility of the Space of Mathematical Instanton Bundles with rank 2 and c2 = 4 (Math. Ann., Vol. 258, 1981, pp. 81-106). Zbl0477.14014MR84a:14010
4. [4] J. BRUN, Les fibrés de rang deux sur P2 et leurs sections (Bull. Soc. math. France, Vol. 108, 1980, pp. 457-473). Zbl0455.14007MR82f:14015
5. [5] L. EIN, Stable Vector Bundles on P3 with c1 = -1, c2 = 4. 
6. [6] G. ELLINGSRUD and S. A. STRØMME, Stable Rank 2 Bundles on P3 with c1 = 0 and c2 = 3 (Math. Ann., Vol. 255, 1981, pp. 123-135). Zbl0438.14009
7. [7] A. GROTHENDIECK, Fondements de la géométrie algébrique (extraits du Séminaire Bourbaki, Secr. Math. Paris, 1962). Zbl0239.14002
8. [8] L. GRUSON and C. PESKINE, Genre des courbes de l'espace projectif, in Algebraic geometry, Tromsø, 1977 (Lecture Notes in Math., Vol. 687, Springer, 1978, pp. 31-59). Zbl0412.14011
9. [9] R. HARTSHORNE, Ample Subvarieties of Algebraic Varieties (Lecture Notes in Math., Vol. 156, Springer, 1970). Zbl0208.48901MR44 #211
10. [10] R. HARTSHORNE, Algebraic geometry (Graduate texts in math., Vol. 52, Springer, 1977). Zbl0367.14001MR57 #3116
11. [11] R. HARTSHORNE, Stable Vector Bundles of Rank 2 on P3 (Math. Ann., Vol. 238, 1978, pp. 229-280). Zbl0411.14002MR80c:14011
12. [12] R. HARTSHORNE, Stable Vector Bundles and Instantons (Comm. Math. Phys., Vol. 59, 1978, pp. 1-15). Zbl0383.14006MR58 #671
13. [13] R. HARTSHORNE, Algebraic Vector Bundles on Projective Spaces: a Problem List (Topology, Vol. 18, 1979, pp. 117-128). Zbl0417.14011MR81m:14014
14. [14] R. HARTSHORNE, On the Classification of Algebraic Space Curves, in Fibrés vectoriels et équations différentielles, Nice, 1979, Birkhäuser, 1980, pp. 83-112. Zbl0452.14005
15. [15] R. HARTSHORNE, Stable Reflexive Sheaves, II (Invent. Math. Vol. 66, 1982, pp. 165-190). Zbl0519.14008MR83e:14012
16. [16] R. HARTSHORNE and A. HIRSCHOWITZ, Droites en position générale dans l'espace projectif, La Rabida conference. Zbl0555.14011
17. [17] R. HARTSHORNE and I. SOLS, Stable Rank 2 Vector Bundles on P3 with c1 = -1, c2 = 2 (Crelle J., Vol. 325, 1981, pp. 145-152). Zbl0448.14004MR84e:14014
18. [18] A. HIRSCHOWITZ, Sur la postulation générique des courbes rationnelles (Acta Math., Vol. 146, 1981, pp. 209-230). Zbl0475.14027MR82j:14028
19. [19] G. HORROCKS, Vector Bundles on the Punctured Spectrum of a Local Ring (Proc. Lond. Math. Soc., Vol. 14, 1964, pp. 689-713). Zbl0126.16801MR30 #120
20. [20] H. LANGE, Invertierbare Untergarben Maximalen Grades von Rang-2 Vectorbündeln auf der Projektiven Ebene (Archiv der Math., Vol. 34, 1980, pp. 313-321). Zbl0447.14001MR82c:14019
21. [21] LE POTIER, Stabilité et amplitude sur P2 (C), in: Vector Bundles and Differential Equations, Nice, 1979, Birkhäuser, 1980, pp. 145-182. Zbl0508.14010MR82b:14013
22. [22] H. MANOLACHE, Stable Rank 2 Vector Bundles on P3 with Chern Classes c1 = -1, c2 = 2, preprint, Bucuresti. Zbl0485.14003
23. [23] M. MARUYAMA, Openness of a Family of Torsion-Free Sheaves (J. Math. Kyoto Univ., Vol. 16, 1976, pp. 627-637). Zbl0404.14004MR55 #2908
24. [24] M. MARUYAMA, Moduli of Stable Sheaves, II (J. Math. Kyoto Univ., Vol. 18, 1978, pp. 557-614). Zbl0395.14006MR82h:14011
25. [25] D. MUMFORD, Lectures on curves on an Algebraic Surface (Annals of Math. Studies, Vol. 59, Princeton, 1966). Zbl0187.42701MR35 #187

1. Giorgio Bolondi, Arithmetically normal sheaves
2. Olivier Rahavandrainy, Résolution des fibrés généraux stables de rang $2$ sur ${\mathbb{P}}^3$ de classes de Chern $c_1=-1,c_2=2p\ge 6$ : I
3. Edoardo Ballico, Vanishing of sections of vector bundles on 0-dimensional schemes
4. Edoardo Ballico, On the cohomological strata of families of vector bundles on algebraic surfaces
5. Enrique Arrondo, Ignacio Sols, On congruences of lines in the projective space (Chapter 6 written in collaboration with M. Pedreira)
6. André Hirschowitz, Existence de faisceaux réflexifs de rang deux sur $P^3$ à bonne cohomologie