Fano bundles of rank 2 on surfaces

 Access to full text

 Full (PDF)

1. 1 Barth, W., Moduli of Vector Bundles on the Projective Plane. Inv. Math.42, (1977), 63-91. Zbl0386.14005MR460330
2. 2 Demin, I.V., Three-dimensional Fano manifolds representable as line fiberings (Russian). Izv. Acad. Nauk SSSR, 44, no. 4 (1980). English translation in Math. USSR Izv.17. Addendum to this paper in Izv. Acad. Nauk SSSR.46, no. 3. English translation in Math. USSR Izv.20. MR587345
3. 3 Elencwajg, F. and Forster, O., Bounding Cohomology Groups of Vector Bundles on Pn, Math. Ann.246 (1980) 251-270. Zbl0432.14011
4. 4 Hartshorne, R., Ample Subvarieties of Algebraic Varieties. Lecture Notes156 (1970). Zbl0208.48901MR282977
5. 5 Hartshorne, R., Stable Vector Bundles of Rank 2 on P3. Math. Ann.238 (1978) 229-280. Zbl0411.14002MR514430
6. 6 Kawamata, Y., The cone of curves of algebraic varieties. Ann. Math.119, 603-633 (1984). Zbl0544.14009MR744865
7. 7 Manin, Yu.I Cubic forms, Algebra, Geometry, Arithmetic. North Holland1974. Zbl0277.14014MR833513
8. 8 Mori, Sh., Threefolds Whose Canonical Bundle is not Numerically Effective. Ann. Math.116, 133-176 (1982). Zbl0557.14021MR662120
9. 9 Mori, Sh. and Mukai, Sh.: Classification of Fano 3-folds with B 2 ≽ 2. Manuscripta Math.36, 147-162 (1981). Zbl0478.14033
10. 10 Okonek, Ch., Schneider, M. and Spindler, H.: Vector Bundles on Complex Projective Spaces, Birkhäuser, 1981. Zbl0438.32016MR561910
11. 11 Schiffman, B., and Sommese, A.J., Vanishing theorems on complex manifolds. Birkhäuser1985. Zbl0578.32055MR782484
12. 12 Szurek, M., Wiśniewski, J.A., Fano Bundles on P3 and Q3, Pacific Journ. Math.140, no. 2. (1989). 
13. 13 Van de Ven, A., On uniform vector bundles. Math. Ann.195 (1972) 245-248. Zbl0215.43202MR291182