110
J.-P. Demailly, Partie II : Estimations L 2 et th´ eor` emes d’Annulation
[DR55]
G. De Rham, Vari´ et´ es Diff´ erentiables, Hermann, Paris (1955).
[DV72]
A. Douady and J.-L. Verdier, S´ eminaire de G´ eom´ etrie analytique de l’Ecole Normale
Sup´ erieure, 1971-72, Ast´ erisque 16, Soc. Math. France (1974).
[EL93]
L. Ein and R. Lazarsfeld, Global generation of pluricanonical and adjoint linear
series on smooth projective threefolds, Jour. of Am. Math. Soc. 6 (1993) 875–903.
[EV86]
H. Esnault and E. Viehweg, Logarithmic De Rham complexes and vanishing
theorems, Invent. Math. 86 (1986) 161–194.
[EV92]
H. Esnault and E. Viehweg, Lectures on vanishing theorems, DMV Seminar, Band
20, Birkh¨ auser Verlag, 1992.
[Fed69]
H. Federer, Geometric measure theory, Springer Verlag, Vol. 153, Berlin, Heidelberg,
New-York (1969).
[FdB94]
G. Fern´ andez del Busto, A Matsusaka-type theorem for surfaces, Preprint Princeton
University, July 1994, Duke e-print alg-geom/9410018.
[Fle81]
H. Flenner, Ein Kriterium f¨ ur die Offenheit der Versalit¨ at, Math. Zeitschrift 178
(1981) 449–473.
[FoK71]
O. Forster and K. Knorr, Ein Beweis des Grauertschen Bildgarbensatzes nach Ideen
von B. Malgrange, Inventiones Math. 16 (1972) 113–160.
[Fr¨ o55]
A. Fr¨ olicher, Relations between the cohomology groups of Dolbeault and topological
invariants, Proc. Nat. Acad. Sci. U.S.A. 41 (1955) 641–644.
[Fuj87]
T. Fujita, On polarized manifolds whose adjoint bundles are not semipositive,
Algebraic Geometry, Sendai, 1985, Adv. Stud. in Pure Math., Vol. 10, North
Holland, T. Oda (ed.), 1987, 167–178.
[Fuj88]
T. Fujita, Problem list, Conference held at the Taniguchi Foundation, Katata, Japan,
August 1988.
[Fuj93]
T. Fujita, Remarks on Ein-Lazarsfeld criterion of spannedness of adjoint bundles of
polarized threefolds, Preprint Tokyo Inst. of Technology, Ohokayama, Japan (1993).
[Gra60]
H. Grauert, Ein Theorem der analytischen Garbentheorie und die Modulr¨ aume
komplexer Strukturen, Publ. Math. I.H.E.S. 5 (1960) 233–292.
[Gri69]
P.A. Griffiths, Hermitian differential geometry, Chern classes and positive vector
bundles, Global Analysis, papers in honor of K. Kodaira, Princeton Univ. Press,
Princeton, 1969, 181–251.
[GH78]
P.A. Griffiths, J. Harris, Principles of algebraic geometry, Wiley, New York (1978).
[Har70]
R. Hartshorne, Ample subvarieties of algebraic varieties, Lecture Notes in Math.,
Vol. 156, Springer-Verlag, Berlin (1970).
[Har77]
R. Hartshorne, Algebraic geometry, Graduate Texts in Math., Springer-Verlag,
Berlin (1977).
[Hel96]
S. Helmke, On Fujita’s conjecture, Preprint Univ. Basel, Switzerland, 13p, February
19, 1996.
[Hod41]
W.V.D. Hodge, The theory and applications of harmonic integrals, Cambridge
University Press (1941).
[H¨ or65]
L. H¨ ormander, L 2 estimates and existence theorems for the ∂ operator, Acta Math.
113 (1965) 89–152.
[H¨ or66]
L. H¨ ormander, An introduction to Complex Analysis in several variables, 1966, 3rd
edition, North-Holland Math. Libr., vol.7, Amsterdam, London (1990).
[Ill]
Illusie, L. : Frobenius et d´ eg´ enerescence de Hodge, Ce volume.
[Kaw82]
Y. Kawamata, A generalization of Kodaira-Ramanujam’s vanishing theorem, Math.
Ann. 261 (1982) 43–46.
[Kaw84]
Y. Kawamata, The cone of curves of algebraic varieties, Ann. of Math. 119 (1984)
603–633.
[Kaw85]
Y. Kawamata, Pluricanonical systems of minimal algebraic varieties, Invent. Math.
79 (1985) 567–588.
J.-P. Demailly, Partie II : Estimations L 2 et th´ eor` emes d’Annulation
[DR55]
G. De Rham, Vari´ et´ es Diff´ erentiables, Hermann, Paris (1955).
[DV72]
A. Douady and J.-L. Verdier, S´ eminaire de G´ eom´ etrie analytique de l’Ecole Normale
Sup´ erieure, 1971-72, Ast´ erisque 16, Soc. Math. France (1974).
[EL93]
L. Ein and R. Lazarsfeld, Global generation of pluricanonical and adjoint linear
series on smooth projective threefolds, Jour. of Am. Math. Soc. 6 (1993) 875–903.
[EV86]
H. Esnault and E. Viehweg, Logarithmic De Rham complexes and vanishing
theorems, Invent. Math. 86 (1986) 161–194.
[EV92]
H. Esnault and E. Viehweg, Lectures on vanishing theorems, DMV Seminar, Band
20, Birkh¨ auser Verlag, 1992.
[Fed69]
H. Federer, Geometric measure theory, Springer Verlag, Vol. 153, Berlin, Heidelberg,
New-York (1969).
[FdB94]
G. Fern´ andez del Busto, A Matsusaka-type theorem for surfaces, Preprint Princeton
University, July 1994, Duke e-print alg-geom/9410018.
[Fle81]
H. Flenner, Ein Kriterium f¨ ur die Offenheit der Versalit¨ at, Math. Zeitschrift 178
(1981) 449–473.
[FoK71]
O. Forster and K. Knorr, Ein Beweis des Grauertschen Bildgarbensatzes nach Ideen
von B. Malgrange, Inventiones Math. 16 (1972) 113–160.
[Fr¨ o55]
A. Fr¨ olicher, Relations between the cohomology groups of Dolbeault and topological
invariants, Proc. Nat. Acad. Sci. U.S.A. 41 (1955) 641–644.
[Fuj87]
T. Fujita, On polarized manifolds whose adjoint bundles are not semipositive,
Algebraic Geometry, Sendai, 1985, Adv. Stud. in Pure Math., Vol. 10, North
Holland, T. Oda (ed.), 1987, 167–178.
[Fuj88]
T. Fujita, Problem list, Conference held at the Taniguchi Foundation, Katata, Japan,
August 1988.
[Fuj93]
T. Fujita, Remarks on Ein-Lazarsfeld criterion of spannedness of adjoint bundles of
polarized threefolds, Preprint Tokyo Inst. of Technology, Ohokayama, Japan (1993).
[Gra60]
H. Grauert, Ein Theorem der analytischen Garbentheorie und die Modulr¨ aume
komplexer Strukturen, Publ. Math. I.H.E.S. 5 (1960) 233–292.
[Gri69]
P.A. Griffiths, Hermitian differential geometry, Chern classes and positive vector
bundles, Global Analysis, papers in honor of K. Kodaira, Princeton Univ. Press,
Princeton, 1969, 181–251.
[GH78]
P.A. Griffiths, J. Harris, Principles of algebraic geometry, Wiley, New York (1978).
[Har70]
R. Hartshorne, Ample subvarieties of algebraic varieties, Lecture Notes in Math.,
Vol. 156, Springer-Verlag, Berlin (1970).
[Har77]
R. Hartshorne, Algebraic geometry, Graduate Texts in Math., Springer-Verlag,
Berlin (1977).
[Hel96]
S. Helmke, On Fujita’s conjecture, Preprint Univ. Basel, Switzerland, 13p, February
19, 1996.
[Hod41]
W.V.D. Hodge, The theory and applications of harmonic integrals, Cambridge
University Press (1941).
[H¨ or65]
L. H¨ ormander, L 2 estimates and existence theorems for the ∂ operator, Acta Math.
113 (1965) 89–152.
[H¨ or66]
L. H¨ ormander, An introduction to Complex Analysis in several variables, 1966, 3rd
edition, North-Holland Math. Libr., vol.7, Amsterdam, London (1990).
[Ill]
Illusie, L. : Frobenius et d´ eg´ enerescence de Hodge, Ce volume.
[Kaw82]
Y. Kawamata, A generalization of Kodaira-Ramanujam’s vanishing theorem, Math.
Ann. 261 (1982) 43–46.
[Kaw84]
Y. Kawamata, The cone of curves of algebraic varieties, Ann. of Math. 119 (1984)
603–633.
[Kaw85]
Y. Kawamata, Pluricanonical systems of minimal algebraic varieties, Invent. Math.
79 (1985) 567–588.