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References
[B] Baldwin, J.: Fundamentals of stability theory. Berlin Heidelberg New York: Springer 1988
[BH] Baldwin, J., Harrington, L.: Trivial pursuit. Ann. Pure Appl. Logic34, 209–230 (1987)
[BoPo] Bouscaren, E., Poizat, B.: Des belles paires aux belles uples. J. Symb. Logic53, 434–442 (1988)
[HM] Harrington, L., Makkai, M.: An exposition of Shelah's Main Gap. Notre Dame J. Formal Logic26, 139–177 (1985)
[Hr1] Hrushovski, E.: Finitely based theories. J. Symb. Logic54, 221–225 (1989)
[Hr2] Hrushovski, E.: Kueker's conjecture for stable theories. J. Symb. Logic54, 207–220 (1989)
[K] Kueker, D.: Small extensions of countable models (preprint)
[La] Lascar, D.: Stability in model theory. Longman: Harlow 1987
[LP] Low, L.F., Pillay, A.: Superstable theories with no groups (preprint 1991)
[P1] Pillay, A.: Stable theories, pseudoplanes and the number of countable models. APAL43, 147–160 (1989)
[P2] Pillay, A.: Simple superstable theories. Classification theory. Proceedings, Chicago 1985. Berlin Heidelberg New York: Springer 1987
[P3] Pillay, A.: An introduction to stability theory. Oxford: Oxford University Press 1983
[Po] Poizat, B.: Some trivial considerations. J. Symb. Logic56, 624–631 (1991)
[Pr] Prest, M.: Model theory of modules. Cambridge: Cambridge University Press 1988
[SHM] Shelah, S., Harrington, I., Makkai, M.: A proof of Vaught's conjecture for ω-stable theories. Isr. J. Math.49, 259–278 (1984)
[T] Tsuboi, A.: Nonmultidimensional theories with no groups. Fundam. Math.135 (1), 61–64 (1990)
[Z] Ziegler, M.: Model theory of modules. APAL26, 149–213 (1984)
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Pillay, A. Countable models of 1-based theories. Arch Math Logic 31, 163–169 (1992). https://doi.org/10.1007/BF01269944
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DOI: https://doi.org/10.1007/BF01269944