Paolo Marimon

most citedInvariant Keisler measures for omega-categorical structures

1 citations · 1 across the 2 of their papers we have counts for

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2 papers

math.LO2022★ 1 cited

Invariant Keisler measures for omega-categorical structures

Paolo Marimon

A recent article of Chernikov, Hrushovski, Kruckman, Krupinski, Moconja, Pillay and Ramsey finds the first examples of simple structures with formulas which do not fork over $\empt…

math.LO2022

On the non-measurability of $ω$ -categorical Hrushovski constructions

Paolo Marimon

We study $ω$ -categorical $M S$ -measurable structures. Our main result is that a class of $ω$ -categorical Hrushovski constructions, supersimple of finite $S U$ -rank is not $M S$ -measur…

Invariant Keisler measures for omega-categorical structures

On the non-measurability of ω-categorical Hrushovski constructions

On the non-measurability of $ω$ -categorical Hrushovski constructions