Remarks on unimodularity
Charlotte Kestner, Anand Pillay

TL;DR
This paper clarifies the relationship between two notions of unimodularity in model theory, correcting previous literature and showing they coincide for strongly minimal sets.
Contribution
It provides a clarification and correction of the relationship between Hrushovski's unimodularity and Macpherson-Steinhorn's measurability, especially for strongly minimal sets.
Findings
Unimodularity and measurability coincide for strongly minimal sets.
The paper corrects previous misconceptions in the literature.
It clarifies the relationship between two key notions in model theory.
Abstract
We clarify the relationship between unimodulariy in the sense of Hrushovski and measurability in the sense of Macpherson and Steinhorn, correcting some statements in the literature. In particular we point out that the notions coincide for strongly minimal sets.
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Taxonomy
TopicsAdvanced Topology and Set Theory · Limits and Structures in Graph Theory · Advanced Banach Space Theory
