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mémoire de M2

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Théorie <strong>de</strong>s modèles[HM08][Hod93][Hol95][Mac76][Poi83][Rob56][She78]Ehud HRUSHOVSKI et Ben MARTIN. « Zeta Functions from Definable EquivalenceRelations ». arXiv : math/0701011. 2008.Wilfrid HODGES. Mo<strong>de</strong>l Theory. Encyclopedia of Mathematics and its Applications42. Cambridge University Press, 1993.Jan E. HOLLY. « Canonical forms for <strong>de</strong>finable subsets of algebraically closed andreal closed valued fields ». Dans : The Journal of Symbolic Logic 60.3 (1995), p. 843–860.Angus MACINTYRE. « On Definable Subsets of p-Adic Fields ». Dans : The Journalof Symbolic Logic 41.3 (1976), p. 605–610.Bruno POIZAT. « Une théorie <strong>de</strong> Galois imaginaire ». Dans : The Journal of SymbolicLogic 48.4 (1983), p. 1151–1170.Abraham ROBINSON. Complete Theories. Studies in Logic 7. North-Holland PublishingCompany, 1956.Saharon SHELAH. Classification Theory and the Number of Non-Isomorphic Mo<strong>de</strong>ls.Studies in Logic 92. North-Holland Publishing Company, 1978.60

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