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A note on tight stable theorie

✍ Scribed by Pillay, Anand


Publisher
Springer-Verlag
Year
1983
Weight
312 KB
Volume
23
Category
Article
ISSN
0003-9268

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## Abstract Let __M__ be an arbitrary structure. Then we say that an __M__ ‐formula __Ο†__ (__x__) __defines a stable set in__ __M__ if every formula __Ο†__ (__x__) ∧ __Ξ±__ (__x__, __y__) is stable. We prove: If __G__ is an __M__ ‐definable group and every definable stable subset of __G__ has __U__ ‐

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