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Preprint Number 1945
1945. Karim Khanaki
Glivenko-Cantelli classes and NIP formulas
Submission date: 19 March 2021
We give some new equivalences of NIP for formulas and some new proofs of
known result using [T87] and [HOR91]. We emphasize that Keisler measures are
more complicated than types (even in NIP context), in an analytic sense.
Among other things, we show that, for a first order theory T and formula
φ(x,y), the following are equivalent:
(i) φ has NIP (for theory T).
Mathematics Subject Classification: 03C45
Keywords and phrases:
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