258
J. Bertin, Ch. Peters, Partie II. Sym´ etrie miroir
[C-O]
Candelas, P., de la Ossa, X.C. : Moduli of Calabi-Yau manifolds, Nuclear Physics,
Ser. B. (1991).
[C-O-G-P] Candelas, P., de la Ossa, X.C., Green, P.S., Parkes, L. : Calabi-Yau manifolds as an
exactly soluble superconformal theory, Phys. Lett. B 258 (1991) 118-126 ; Nuclear
Phys. B. 359 (1991) 21-74.
[Del1]
Deligne, P. : ´ equations diff` erentielles `
a points singuliers r´ eguliers, LNM 163,
Springer-Verlag, Berlin (1970).
[Del2]
Deligne, P. : Travaux de Griffiths, S´ em. Bourbaki Vol. 376 (1969/70).
[Del3]
Deligne, P. : Th´ eor` eme de Lefschetz et crit` eres de d´ eg´ en´ erescence de suites spectrales,
Publ. Math. IHES 35 (1968), 107-126.
[Del4]
Deligne, P. : Th´ eorie de Hodge II, Publ. Math. IHES 40 (1971) 5–57.
[Del5]
Deligne, P. : Th´ eorie de Hodge III, Publ. Math. IHES 44 (1974) 5–77.
[Del6]
Deligne, P. : Local behaviour of Hodge structures at infinity, Pr´ epublication 1994.
[Dem]
Demailly, J.-P. : Th´ eorie de Hodge L 2 et th´ eor` emes d’annulation, Ce volume.
[Dim]
Dimca, A. : Residues and cohomology of complete intersections, Duke Math. J. 78
(1995) 89–100.
[D-S]
McDuff, D., Salamon, D. : J-holomorphic curves and quantum cohomology, Amer.
Math. Soc., (1994) Providence RI.
[D-St]
Doorn, R. van, Steenbrink, J. : A supplement to the monodromy theorem, Abh.
Mat. Ser. Univ. Hamburg 59 (1989) 225–233.
[F-G]
Fr¨ ohlich, J., Gawedski, K. : Conformal field theory and geometry of strings, CRM
7, Canadian Math. Soc. (1994) 57-97.
[Fo]
Forster, O. : Riemannsche Fl¨ achen, Springer Verlag (1977).
[Giv]
Givental, A. : Homological geometry I, Projective hypersurfaces, Selecta Math. 1
(1995)325-345.
[G-M]
Goresky, M., MacPherson, R. : Intersection homology, Topology 19 (1980) 135–162
(II) Invent. Math. 72 77–129 (1983).
[God]
Godement, R. : Th´ eorie des faisceaux, Hermann, Paris (1957).
[Grif1]
Griffiths, P. : Periods of rational integrals on algebraic manifolds, I, II, resp. III
Amer. J. Math. 90 (1968) 568–626, 805–865, resp. Publ. Math. IHES., 38 (1970)
125–180.
[Grif2]
Griffiths, P. : On the periods of certain rational integrals, I, Ann. Math. (2) 90
(1969) 460-495.
[Grif3]
Griffiths, P. : Periods of integrals on algebraic manifolds : summary and discussion
of open problems, Bull. AMS 76 (1970) 228–296.
[Grif4]
Griffiths, P. : Topics in Transcendental Algebraic Geometry, Ann. Math. Studies
106 Princeton Univ. Press, Princeton (1984).
[Groth]
Grothendieck, A. : On the De Rham cohomology of algebraic varieties, Publ. Math.
IHES 29 (1966) 95-103.
[G-S]
Griffiths, P., Schmid, W. : Recent developments of Hodge theory : a discussion of
techniques and results, dans : International Colloquium on Discrete Subgroups of
Lie Groups and Moduli, Oxford University Press (1975).
[G-S1]
Griffiths, P., Schmid, W. : Locally homogeneous complex manifolds Acta Math.
123 253–302 (1970).
[Hu]
Husemoller, D. : Elliptic Curves, Graduate Texts in Mathematics 111 Springer
Verlag, Berlin (1987).
[Ill]
Illusie, L. : Frobenius et d´ eg´ en´ erescence de Hodge, Ce volume.
[Ince]
Ince, E.L. : Ordinary differential equations, First ed. Dover 1929, New-York (1956).
[Iv]
Iversen, B. : Cohomology of Sheaves, Springer Verlag, Berlin (1986).
[H]
H¨ ubsch, T. : Calabi-Yau Manifolds, a bestiary for physicists, World Scientific (1993).
J. Bertin, Ch. Peters, Partie II. Sym´ etrie miroir
[C-O]
Candelas, P., de la Ossa, X.C. : Moduli of Calabi-Yau manifolds, Nuclear Physics,
Ser. B. (1991).
[C-O-G-P] Candelas, P., de la Ossa, X.C., Green, P.S., Parkes, L. : Calabi-Yau manifolds as an
exactly soluble superconformal theory, Phys. Lett. B 258 (1991) 118-126 ; Nuclear
Phys. B. 359 (1991) 21-74.
[Del1]
Deligne, P. : ´ equations diff` erentielles `
a points singuliers r´ eguliers, LNM 163,
Springer-Verlag, Berlin (1970).
[Del2]
Deligne, P. : Travaux de Griffiths, S´ em. Bourbaki Vol. 376 (1969/70).
[Del3]
Deligne, P. : Th´ eor` eme de Lefschetz et crit` eres de d´ eg´ en´ erescence de suites spectrales,
Publ. Math. IHES 35 (1968), 107-126.
[Del4]
Deligne, P. : Th´ eorie de Hodge II, Publ. Math. IHES 40 (1971) 5–57.
[Del5]
Deligne, P. : Th´ eorie de Hodge III, Publ. Math. IHES 44 (1974) 5–77.
[Del6]
Deligne, P. : Local behaviour of Hodge structures at infinity, Pr´ epublication 1994.
[Dem]
Demailly, J.-P. : Th´ eorie de Hodge L 2 et th´ eor` emes d’annulation, Ce volume.
[Dim]
Dimca, A. : Residues and cohomology of complete intersections, Duke Math. J. 78
(1995) 89–100.
[D-S]
McDuff, D., Salamon, D. : J-holomorphic curves and quantum cohomology, Amer.
Math. Soc., (1994) Providence RI.
[D-St]
Doorn, R. van, Steenbrink, J. : A supplement to the monodromy theorem, Abh.
Mat. Ser. Univ. Hamburg 59 (1989) 225–233.
[F-G]
Fr¨ ohlich, J., Gawedski, K. : Conformal field theory and geometry of strings, CRM
7, Canadian Math. Soc. (1994) 57-97.
[Fo]
Forster, O. : Riemannsche Fl¨ achen, Springer Verlag (1977).
[Giv]
Givental, A. : Homological geometry I, Projective hypersurfaces, Selecta Math. 1
(1995)325-345.
[G-M]
Goresky, M., MacPherson, R. : Intersection homology, Topology 19 (1980) 135–162
(II) Invent. Math. 72 77–129 (1983).
[God]
Godement, R. : Th´ eorie des faisceaux, Hermann, Paris (1957).
[Grif1]
Griffiths, P. : Periods of rational integrals on algebraic manifolds, I, II, resp. III
Amer. J. Math. 90 (1968) 568–626, 805–865, resp. Publ. Math. IHES., 38 (1970)
125–180.
[Grif2]
Griffiths, P. : On the periods of certain rational integrals, I, Ann. Math. (2) 90
(1969) 460-495.
[Grif3]
Griffiths, P. : Periods of integrals on algebraic manifolds : summary and discussion
of open problems, Bull. AMS 76 (1970) 228–296.
[Grif4]
Griffiths, P. : Topics in Transcendental Algebraic Geometry, Ann. Math. Studies
106 Princeton Univ. Press, Princeton (1984).
[Groth]
Grothendieck, A. : On the De Rham cohomology of algebraic varieties, Publ. Math.
IHES 29 (1966) 95-103.
[G-S]
Griffiths, P., Schmid, W. : Recent developments of Hodge theory : a discussion of
techniques and results, dans : International Colloquium on Discrete Subgroups of
Lie Groups and Moduli, Oxford University Press (1975).
[G-S1]
Griffiths, P., Schmid, W. : Locally homogeneous complex manifolds Acta Math.
123 253–302 (1970).
[Hu]
Husemoller, D. : Elliptic Curves, Graduate Texts in Mathematics 111 Springer
Verlag, Berlin (1987).
[Ill]
Illusie, L. : Frobenius et d´ eg´ en´ erescence de Hodge, Ce volume.
[Ince]
Ince, E.L. : Ordinary differential equations, First ed. Dover 1929, New-York (1956).
[Iv]
Iversen, B. : Cohomology of Sheaves, Springer Verlag, Berlin (1986).
[H]
H¨ ubsch, T. : Calabi-Yau Manifolds, a bestiary for physicists, World Scientific (1993).