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On the geometry of U-rank 2 types

Published online by Cambridge University Press:  24 March 2017

Steven Buechler
Affiliation:
University of Notre Dame
Ludomir Newelski
Affiliation:
IMPAN
Juha Oikkonen
Affiliation:
University of Helsinki
Jouko Väänänen
Affiliation:
University of Helsinki
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Publisher: Cambridge University Press
Print publication year: 2017

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References

Baldwin, J. T., Fundamentals of stability theory, Springer 1987.
Baldwin, J. T., McKenzie, R. N., Counting models in universal Horn classes , Algebra universalis , vol. 15 (1982), pp. 359–384.Google Scholar
Buechler, S., The geometry of weakly minimal types , The journal of symbolic logic , vol. 50 (1985), pp. 1044–1054.Google Scholar
Buechler, S., The classification of small weakly minimal sets I , Classification theory, Chicago 1985 , ed. Baldwin, J., Springer 1987, pp. 32–71.
Buechler, S., Classification of small weakly minimal sets III ½, manuscript.
Buechler, S., Rank 2 types vis-a-vis Vaught's conjecture, preprint 1989.
Dlab, V., Ringel, C. M., On algebras of finite representation type , Journal of algebra , vol. 33 (1975), pp. 306–394.Google Scholar
Hrushovski, E., Locally modular regular types , Classification theory, Chicago 1985 , ed. Baldwin, J., Springer 1987, pp. 132–164.
Newelski, L., A proof of Saffe's conjecture, Fundamenta Mathematicae, to appear.
Newelski, L., Weakly minimal unidimensional formulas: a global approach , Annals of pure and applied logic , vol. 46 (1990), pp. 65–94.Google Scholar
Newelski, L., Classifying U-rank 2 types, manuscript, February 1989.
Newelski, L., On U-rank 2 types, Transactions of the American Mathematical Society, submitted.
Pillay, A., Geometrical stability theory, Oxford University Press, in preparation.
Pillay, A., Steinhorn, C., A note on non-multidimensional superstable theories , The journal of symbolic logic , vol. 50 (1985), pp. 1020–1024.Google Scholar
Prest, M., Rings of finite representation type and modules of finite Morley rank , Journal of algebra , vol. 88 (1984), pp. 502–533.Google Scholar
Saffe, J., On Vaught's conjecture for superstable theories, preprint 1982.
Shelah, S., Classification theory, North Holland 1978.

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