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À LA RECHERCHE DU TORE PERDU

Published online by Cambridge University Press:  09 March 2016

THOMAS BLOSSIER
Affiliation:
UNIVERSITÉ DE LYON; CNRS UNIVERSITÉ LYON 1; INSTITUT CAMILLE JORDAN UMR5208 43 BOULEVARD DU 11 NOVEMBRE 1918 F–69622 VILLEURBANNE CEDEX FRANCEE-mail: [email protected]
AMADOR MARTIN-PIZARRO
Affiliation:
UNIVERSITÉ DE LYON; CNRS UNIVERSITÉ LYON 1; INSTITUT CAMILLE JORDAN UMR5208 43 BOULEVARD DU 11 NOVEMBRE 1918 F–69622 VILLEURBANNE CEDEX FRANCEE-mail: [email protected]
FRANK O. WAGNER
Affiliation:
UNIVERSITÉ DE LYON; CNRS UNIVERSITÉ LYON 1; INSTITUT CAMILLE JORDAN UMR5208 43 BOULEVARD DU 11 NOVEMBRE 1918 F–69622 VILLEURBANNE CEDEX FRANCEE-mail: [email protected]

Abstract

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Type
Articles
Copyright
Copyright © The Association for Symbolic Logic 2016 

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References

RÉFERÉNCES

Baldwin, J. T. and Holland, K., Constructing ω-stable structures: rank 2 fields, this Journal, vol. 65 (2000), pp. 371391.Google Scholar
Baudisch, A., Hils, M., Martin-Pizarro, A., and Wagner, F., Die böse Farbe. Journal of the Institute of Mathematics of Jussieu, vol. 8 (2009), pp. 415443.Google Scholar
Baudisch, A., Martin-Pizarro, A., and Ziegler, M., Red fields, this Journal, vol. 72 (2007), pp. 207225.Google Scholar
Baudisch, A., Martin-Pizarro, A., and Ziegler, M., Fusion over a vector space. Journal of Mathematical Logic, vol. 6 (2006), pp. 141162.Google Scholar
Baudisch, A., Martin-Pizarro, A., and Ziegler, M., Hrushovski’s fusion, dans : Algebra, logic, set theory, pp. 15–32, Studies in Logic 4, College Publication, London, 2007.Google Scholar
Blossier, T., Martin-Pizarro, A., and Wagner, F., Géométries relatives. The Journal of the European Mathematical Society, vol. 17 (2015), pp. 229258.Google Scholar
Bouscaren, E., The Group Configuration–after E. Hrushovski, dans : The Model Theory of Groups, 199–209, Notre Dame Mathematical Lectures 11, University of Notre Dame Press, 1989.Google Scholar
Hasson, A., Some questions concerning Hrushovski’s amalgamation constructions. Journal of the Institute of Mathematics of Jussieu, vol. 7 (2008), pp. 793823.Google Scholar
Hrushovski, E., Contributions to stable model theory, Ph.D. Thesis, Berkeley, 1986.Google Scholar
Hrushovski, E., Strongly minimal expansions of algebraically closed fields. The Israel Journal of Mathematics, vol. 79 (1992), pp. 129151.Google Scholar
Hrushovski, E., A new strongly minimal set. The Annals of Pure and Applied Logic, vol. 62 (1993), pp. 147166.Google Scholar
Mustafin, Y., Thèse de doctorat, Lyon, 2003.Google Scholar
Pillay, A., Geometric stability theory, Oxford Logic Guides, vol. 33, Oxford University Press, Oxford, (1996).Google Scholar
Poizat, B., Groupes Stables. Une tentative de conciliation entre la géométrie algébrique et la logique mathématique, Nur al-Mantiq wal-Ma 'rifah (1987). Traduction anglaise : Stable groups. Mathematical Surveys and Monographs, 87. American Mathematical Society, 2001.Google Scholar
Poizat, B., Le carré de l’égalité, this Journal, vol. 64 (1999), pp. 13391355.Google Scholar
Poizat, B., L’égalité au cube, this Journal, vol. 66 (2001), pp. 16471676.Google Scholar
Poizat, B., Quelques modestes remarques à propos d’une conséquence inattendue d’un résultat surprenant de Monsieur Frank Olaf Wagner, this Journal, vol. 66 (2001), no. 4, pp. 16371646.Google Scholar
Wagner, F. O., Stable Groups, Lecture Notes of the London Mathematical Society, vol. 240, Cambridge University Press, Cambridge, 1997.Google Scholar
Wagner, F. O., Fields of finite Morley rank, this Journal, vol. 66 (2001), pp. 703706.Google Scholar
Wagner, F. O., Bad fields in positive characteristic. Bulletin of the London Mathematical Society, vol. 35 (2003), pp. 499502.Google Scholar
Ziegler, M., A Note on generic Types, unpublished, 2006, available at http://arxiv.org/abs/math/0608433.Google Scholar
Ziegler, M., Fusion of structures of finite Morley rank, dans : Model theory with applications to algebra and analysis. Vol. 1, vol. 349, London Mathematical Society Lecture Note Series, pp. 225–248, cambridge university press, 2008.CrossRefGoogle Scholar