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- Nous Allons
- Recursivement Enumerable
- Dimension Finie
- Seminarov LOMI
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Bibliographie
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J. P. JONES. Universal diophantine Equation. The University of Calgary, Dept. Math. Research Paper, no 274 (avril 75).
MATIYASSÉVITCH. Une nouvelle démonstration du théorème de représentation exponentiellement diophantienne des prédicats récursivement énumérbles. Zapiski naoutchnykh seminarov LOMI, t. 60 (1976), pp. 75–89 (en russe).
MATIYASSÉVITCH. Les nombres premiers sont énumérés par un polynôme de 10 variables. Zapisky naoutchnykh seminarov LOMI. t. 68 (1977), pp. 62–82 (en russe).
MATIYASSÉVITCH, “Indécidabilité algorithmique des équations exponentiellement diophantiennes à trois inconnues” in Recherches en théorie des algorithmes et en logique mathématique. Ed. Naouka, Moscou 1979, pp. 69–77.
MATIYASSÉVITCH, J. ROBINSON. Reduction of an arbitrary Diophantine equation to one in 13 unknowns. Acta Arithmetica 27, (1974) 521–553.
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© 1981 Springer-Verlag
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Margenstern, M. (1981). Le théorème de MATIYASSÉVITCH et résultats connexes. In: Berline, C., McAloon, K., Ressayre, JP. (eds) Model Theory and Arithmetic. Lecture Notes in Mathematics, vol 890. Springer, Berlin, Heidelberg. https://doi.org/10.1007/BFb0095665
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DOI: https://doi.org/10.1007/BFb0095665
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