112
J.-P. Demailly, Partie II : Estimations L 2 et th´ eor` emes d’Annulation
[OT88]
T. Ohsawa and K. Takegoshi, Hodge spectral sequence on pseudoconvex domains,
Math. Zeitschrift 197 (1988) 1–12.
[Rei88]
I. Reider, Vector bundles of rank 2 and linear systems on algebraic surfaces, Ann.
of Math. 127 (1988) 309–316.
[Sch74]
M. Schneider, Ein einfacher Beweis des Verschwindungssatzes f¨ ur positive holomorphe Vektorraumb¨ undel, Manuscripta Math. 11 (1974) 95–101.
[Ser55]
J.-P. Serre, Un th´ eor` eme de dualit´ e, Comment. Math. 29 (1955) 9–26.
[Ser56]
J.-P. Serre, G´ eom´ etrie alg´ ebrique et g´ eom´ etrie analytique, Ann. Inst. Fourier (Grenoble) 6 (1956) 1–42.
[ShSo85] B. Shiffman, A.J. Sommese, Vanishing theorems on complex manifolds, Progress in
Math. no 56, Birkh¨ auser (1985).
[Siu93]
Y.T. Siu, An effective Matsusaka big theorem, Ann. Inst. Fourier 43 (1993) 1387–
1405.
[Siu96]
Y.T. Siu, Effective Very Ampleness, Inventiones Math. 124 (1996) 563–571.
[Sko72a]
H. Skoda, Sous-ensembles analytiques d’ordre fini ou infini dans C n , Bull. Soc. Math.
France 100 (1972) 353–408.
[Sko75]
H. Skoda, Estimations L 2 pour l’op´ erateur ∂ et applications arithm´ etiques, S´ eminaire P. Lelong (Analyse), ann´ ee 1975/76, Lecture Notes in Math., Vol. 538,
Springer-Verlag, Berlin (1977) 314–323.
[Som78]
A.J. Sommese, Submanifolds of abelian varieties, Math. Ann. 233 (1978) 229–256.
[Tra95]
S. Trapani, Numerical criteria for the positivity of the difference of ample divisors,
Math. Zeitschrift 219 (1995) 387–401.
[Vie82]
E. Viehweg, Vanishing theorems, J. Reine Angew. Math. 335 (1982) 1–8.
[Wei57]
A. Weil, Vari´ et´ es k¨ ahl´ eriennes, Hermann, Paris (1957).
[Wel80]
R.O. Wells, Differential analysis on complex manifolds, Graduate Texts in Math. 65,
2nd edition, Springer-Verlag, Berlin (1980).
(version du 20 mars 1995, compl´ et´ ee le 24 avril 1996)
Jean-Pierre Demailly
Universit´ e de Grenoble I,
Institut Fourier, UMR 5582 du CNRS, BP 74,
F-38402 Saint-Martin d’H` eres, France
Adresse ´ electronique : demailly@fourier.ujf-grenoble.fr
J.-P. Demailly, Partie II : Estimations L 2 et th´ eor` emes d’Annulation
[OT88]
T. Ohsawa and K. Takegoshi, Hodge spectral sequence on pseudoconvex domains,
Math. Zeitschrift 197 (1988) 1–12.
[Rei88]
I. Reider, Vector bundles of rank 2 and linear systems on algebraic surfaces, Ann.
of Math. 127 (1988) 309–316.
[Sch74]
M. Schneider, Ein einfacher Beweis des Verschwindungssatzes f¨ ur positive holomorphe Vektorraumb¨ undel, Manuscripta Math. 11 (1974) 95–101.
[Ser55]
J.-P. Serre, Un th´ eor` eme de dualit´ e, Comment. Math. 29 (1955) 9–26.
[Ser56]
J.-P. Serre, G´ eom´ etrie alg´ ebrique et g´ eom´ etrie analytique, Ann. Inst. Fourier (Grenoble) 6 (1956) 1–42.
[ShSo85] B. Shiffman, A.J. Sommese, Vanishing theorems on complex manifolds, Progress in
Math. no 56, Birkh¨ auser (1985).
[Siu93]
Y.T. Siu, An effective Matsusaka big theorem, Ann. Inst. Fourier 43 (1993) 1387–
1405.
[Siu96]
Y.T. Siu, Effective Very Ampleness, Inventiones Math. 124 (1996) 563–571.
[Sko72a]
H. Skoda, Sous-ensembles analytiques d’ordre fini ou infini dans C n , Bull. Soc. Math.
France 100 (1972) 353–408.
[Sko75]
H. Skoda, Estimations L 2 pour l’op´ erateur ∂ et applications arithm´ etiques, S´ eminaire P. Lelong (Analyse), ann´ ee 1975/76, Lecture Notes in Math., Vol. 538,
Springer-Verlag, Berlin (1977) 314–323.
[Som78]
A.J. Sommese, Submanifolds of abelian varieties, Math. Ann. 233 (1978) 229–256.
[Tra95]
S. Trapani, Numerical criteria for the positivity of the difference of ample divisors,
Math. Zeitschrift 219 (1995) 387–401.
[Vie82]
E. Viehweg, Vanishing theorems, J. Reine Angew. Math. 335 (1982) 1–8.
[Wei57]
A. Weil, Vari´ et´ es k¨ ahl´ eriennes, Hermann, Paris (1957).
[Wel80]
R.O. Wells, Differential analysis on complex manifolds, Graduate Texts in Math. 65,
2nd edition, Springer-Verlag, Berlin (1980).
(version du 20 mars 1995, compl´ et´ ee le 24 avril 1996)
Jean-Pierre Demailly
Universit´ e de Grenoble I,
Institut Fourier, UMR 5582 du CNRS, BP 74,
F-38402 Saint-Martin d’H` eres, France
Adresse ´ electronique : demailly@fourier.ujf-grenoble.fr