Fibré déterminant et courbes relatives

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1. [1] ALVAREZ-GAUME (L.), GOMEZ (C.), REINA (C.). — New Methods in String Theory. — C.E.R.N., preprint TH 4775/87, 1987. MR90j:81163a
2. [2] BOURBAKI (N.). — Algèbre, Chapitres 4, 5, 6, 7. — Masson, Paris, 1981. Zbl0498.12001
3. [3] BREEN (L.). — Fonctions thêta et théorème du cube, Lectures notes in Mathematics 980. — Berlin, Springer Verlag, 1983. Zbl0558.14029MR87d:14036
4. [4] BREEN (L.). — The Cube Structure on the Determinant Bundle, Theta Functions [Bowdoin 1987], Proceedings of Symposia in Pure Mathematics, t. 49, Part 1, 1987, p. 663-673. Zbl0703.14029MR90k:14047
5. [5] DELIGNE (P.). — La formule de dualité globale, Lecture notes in Mathematics, 305, S.G.A.4, Exposé 18, p. 481-587. — Berlin, Springer Verlag, 1972. Zbl0259.14006
6. [6] DELIGNE (P.). — Catégories spectrales, Notes manuscrites. 
7. [7] DELIGNE (P.). — Le déterminant de la cohomologie, Contemp. Math., t. 67, Current Trends in Arithmetical Algebraic Geometry, Providence, A.M.S., p. 663-673. Zbl0629.14008MR89b:32038
8. [8] ELKIK (R.). — Fibrés d'intersections et intégrales de classes de Chern, Ann. Scient. Ec. Norm. Sup., t. 22, 4ème série, 1989, p. 195-226. Zbl0701.14003MR90j:14010
9. [9] FAY (J.). — Theta Functions on Riemann Surfaces, Lectures notes in Mathematics 352. — Berlin, Springer Verlag, 1973. Zbl0281.30013MR49 #569
10. [10] GROTHENDIECK (A.). — Compléments sur les biextensions, S.G.A.7.I, Groupes de monodromie en géométrie algébrique, Lecture Notes in Mathematics, 288, p. 218-312. — Berlin, Springer Verlag, 1972. Zbl0247.14011MR50 #7134
11. [11] GROTHENDIECK (A.), DIEUDONNÉ (J.). — Élements de géométrie algébrique 1, Grundlehren der Mathematik, 166. — Berlin, Springer Verlag, 1971. Zbl0203.23301
12. [12] GROTHENDIECK (A.), DIEUDONNÉ (J.). — Élements de géométrie algébrique 2, Étude globale de quelques classes de morphismes, Publ. Math. I.H.E.S., 8. — Paris, 1960. Zbl0118.36206
13. [13] HARTSHORNE (R.). — Algebraic geometry, Graduate Texts in Mathematics, 52. — Berlin, Springer Verlag, 1977. Zbl0367.14001MR57 #3116
14. [14] HARTSHORNE (R.). — Residues and Duality, Lecture notes in Mathematics, 20. — Berlin, Springer Verlag, 1966. Zbl0212.26101MR36 #5145
15. [15] JIMBO (M.), MIWA (T.). — Solitons and Infinite Dimensional Lie Algebras, Publ. R.I.M.S., Kyoto University, t. 19, 1983, p. 943-1001. Zbl0557.35091MR85i:58060
16. [16] KAWAMOTO (N.), NAMIKAWA (Y.), TSUCHIYA (A.), YAMADA (Y.). — Geometric Realization of Conformal Field Theory on Riemann Surfaces, Comm.Math.Phys., t. 247, 1988, p. 247-308. Zbl0648.35080MR89i:14020
17. [17] KEMPF (G.). — Abelian Integrals, Monografias de Instituto de Mathematicas, 13. — Mexico, Universitad Nacional autonoma de Mexico, 1984. Zbl0541.14023MR85j:14082
18. [18] KEMPF (G.). — Fay's trisecant formula, Algebraic Geometry and Complex Analysis, [Proceedings, Patzcuaro 1987], Lecture Notes in Mathematics, 1414. — Berlin, Springer Verlag, 1989. 
19. [19] KNUDSEN (F.), MUMFORD (D.). — The Projectivity of the Moduli space of Stable Curves, I. Preliminary on “det” and “Div”, Math. Scand., t. 39, 1976, p. 19-55. Zbl0343.14008MR55 #10465
20. [20] KNUTSON (D.). — ΋-Rings and the Representation Theory of the Symmetric group, Lecture Notes in Mathematics, 308. — Berlin Springer Verlag, 1973. Zbl0272.20008MR51 #679
21. [21] MORET-BAILLY (L.). — Métriques permises, [Szpiro, Séminaire sur les pinceaux arithmétiques, la conjecture de Mordell], Paris, Astérisque, t. 127, 1985, p. 29-87. MR801918
22. [22] MUMFORD (D.). — Theta Characteristics of an Algebraic Curve, Ann. E.N.S., 4ème série, t. 4, 1971, p. 181-192. Zbl0216.05904MR45 #1918
23. [23] MUMFORD (D.). — Tata lectures on Theta I, II, Progress in Mathematics, 28, 43. — Boston, Birkhauser, 1984. Zbl0549.14014
24. [24] MUMFORD (D.). — Abelian Varieties, Tata Institute of Fundamental Research Studies in Mathematics, 4. — London, Oxford University Press, 1970. Zbl0223.14022MR44 #219
25. [25] MUMFORD (D.). — Geometric Invariant Theory, Ergebnisse der Mathematik, 34. — Berlin, Springer Verlag, 1965. Zbl0147.39304MR35 #5451
26. [26] SEGAL (G.), WILSON (G.). — Loop Groups and Equations of KDV type, Publ. Math. I.H.E.S., t. 61, 1985, p. 5-65. Zbl0592.35112MR87b:58039