Local Keisler Measures and NIP Formulas
We study generically stable measures in the local, NIP context. We show that in this setting, a measure is generically stable if and only if it admits a natural finite approximation.
math.LO↗
arXiv subjects
Publications and source records attributed to Kyle Gannon.
We study generically stable measures in the local, NIP context. We show that in this setting, a measure is generically stable if and only if it admits a natural finite approximation.