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  Notes on totally categorical theories (1991)

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by Martin Ziegler
http://sun7.mathematik.uni-freiburg.de/home/ziegler/preprints/totallyc.ps.gz
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Abstract:

Cherlin, Harrington and Lachlan's paper on! 0-categorical, ! 0-stable theories ([CHL]) was the starting point of geometrical stability theory. The progress made since then allows us better to understand what they did in modern terms (see [PI]) and also to push the description of totally

Citations

10 Cohomology of structures and some problems of Ahlbrandt and Ziegler – Hodges, Pillay - 1994
9 Quasi-finitely axiomatizable totally categorical theories, Stability in model theory – Ahlbrandt, Ziegler - 1984
7 Totally categorical structures – Hrushovski - 1989
6 Locally modular theories of finite rank – Buechler - 1986
6 Uncountable theories that are categorical in a higher power – Laskowski - 1988
2 Relation entre le rang U et le poids, Fundamenta Mathematicae – Lascar - 1984
2 preprint of some chapters of a forthcoming book – Pillay
2 Groupes stables – Poizat - 1987
1 M.Ziegler,What's so special about (Z=4Z) ! ?,(1990 – Ahlbrandt
1 0 -categorical, ! 0 -stable theories – Cherlin, Lachlan - 1985