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On some definable sets over fields with analytic structure Export

Annals of Pure and Applied Logic (15 October 2009)

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We discover geometric properties of certain definable sets over non-Archimedean valued fields with analytic structures. Results include a parameterized smooth stratification theorem and the existence of a bound on the piece number of fibers for these sets. In addition, we develop a dimension theory for these sets and also for the formulas which define them.


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