H. L. M. (Hrushovski-Lang-Mordell)

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1. [BALDWIN 1994] J.T. Baldwin - An almost strongly minimal non-Desarguesian projective plane, Trans. Am. Math. Soc.342, 695-711. Zbl0796.03041MR1165085
2. [BAUDISCH 1995] A. Baudisch - Another stable group, preprint n° A 95-5, Freie Universität Berlin. MR1402975
3. [BUIUM 1992] A. Buium - Intersections in jet spaces and a conjecture of S. Lang, Annals of Mathematics136, 557-567. Zbl0817.14021MR1189865
4. [DELON 199?] F. Delon - Separably closed fields, Model Theory and Algebraic Geometry Workshop, Manchester, Sept. 1994 (Ed. E. Bouscaren & D. Lascar). Zbl0925.03169
5. [DIEUDONNÉ 1981] J. Dieudonné - Mathématiques vides et mathématiques significatives, Points, série sciences 29, Seuil, 15-38. MR674499
6. [HRUSHOVSKI 1992] E. Hrushovski - Strongly minimal expansions of algebraically closed fields, Israel J. of Math.79, 129-151. Zbl0773.12005MR1248909
7. [HRUSHOVSKI 1993] E. Hrushovski - A new strongly minimal set, Ann. Pure Appl. Logic62,147-166. Zbl0804.03020MR1226304
8. [HRUSHOVSKI 199?] E. Hrushovski - The Mordell-Lang conjecture for function fields, preprint. MR1333294
9. [HRUSHOVSKI-PILLAY 1987] E. Hrushovski & A. Pillay - Weakly normal 
10. groups, Logic Colloquium85, North Holland, 233-244. 
11. [HRUSHOVSKI-SOKOLOVIC 199?] E. Hrushovski & Z. Sokolovic - Minimal subsets of differentially closed fields, preprint. MR1264345
12. [HRUSHOVSKI-ZIL'BER 1993] E. Hrushovski & B. Zil'ber - Zariski's geometries, Bulletin AMS28, 315-324. Zbl0781.03023MR1183999
13. [HRUSHOVSKI-ZIL'BER 199?] E. Hrushovski & B. Zil'ber - Zariski's geometries, preprint (plus détaillé que le précédent). MR1183999
14. [FALTINGS 1983] G. Faltings - Endlichkeitssätze für abelsche Varietäten über Zahlkörpern, Inventiones Math.73, 349-366. Zbl0588.14026MR718935
15. [LANG 1965] S. Lang - Division points on curves, Ann. Math. Pures et Appl.4, 229-234. Zbl0151.27401MR190146
16. [LANG 1991] S. Lang - Number theory III : Diophantine Geometry, Encyclopedia of Mathematical Sciences, Springer Verlag. Zbl0744.14012MR1112552
17. [LANG 1995] S. Lang - Mordell's Review, Siegel's letter to Mordell, Diophantine Geometry and 20th Century Mathematics, Gazette des Mathématiciens63, 17-36. Zbl0854.01021MR1316025
18. [MACINTYRE 1971] A. Macintyre - On aleph-one categorical theories of fields, Fundamenta Mathematicae71, 1-25. Zbl0228.02033MR290954
19. [MANIN 1958] Y. Manin - Courbes algébriques sur un corps avec dérivation (en russe), Izveztia Akad. Nauk SSSR22, 737-756. Zbl0151.27503MR103889
20. [MESSMER 1994] M. Messmer - Groups and fields interpretable in separably closed fields, TAMS344, 361-377. Zbl0803.03023MR1231337
21. [MESSMER-WOOD 1995] M. Messmer & C. Wood - Separably closed fields with higher derivation I, The Journal of Symbolic Logic60, 898-910. Zbl0841.03019MR1349001
22. [POIZAT 1984] B. Poizat - La structure géométrique des groupes stables, Seminarberichte60, Humbodt-Universität zu Berlin, 205-217. Zbl0564.03031MR780206
23. [POIZAT 1985] B. Poizat - Cours de Théorie des Modèles, Nur al-Mantiq wal-Ma'rifah (distribué par OFFILIB). Zbl0583.03001MR817208
24. [POIZAT 1987] B. Poizat - Groupes stables, Nur al-Mantiq wal-Ma'rifah (distribué par OFFILIB). Zbl0633.03019MR902156
25. [POIZAT 1987a] B. Poizat - À propos de groupes stables, Logic Colloquium85, North Holland, 245-265. Zbl0626.03025MR895648
26. [POIZAT 1988] B. Poizat - MM. Borel, Tits, Zil'ber et le Général Nonsense, The Journal of Symbolic Logic53, 124-131. Zbl0662.03022MR929379
27. [SOKOLOVIC 1992] Z. Sokolovic - Model Theory of Differential Fields, PhD thesis, Notre Dame. 
28. [WEIL 1948] A. Weil - Variétés abéliennes et courbes algébriques, Hermann. Zbl0037.16202MR29522
29. [ZIL'BER 1984] B.I. Zil'ber - The structure of models of uncountably categorical theories, Proceedings of the ICM-Warsaw1983, North Holland, 359-368. Zbl0595.03028MR804692

1. Élisabeth Bouscaren, Théorie des modèles et conjecture de Manin-Mumford