1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.LO2021
Topometric characterization of type spaces in continuous logic
James Hanson
We show that a topometric space is topometrically isomorphic to a type space of some continuous first-order theory if and only if is compact and has an open metric (i.e., s…
math.LO2021★ 1 cited
Metric Spaces Are Universal for Bi-interpretation with Metric Structures
James Hanson
In the context of metric structures introduced by Ben Yaacov, Berenstein, Henson, and Usvyatsov, we exhibit an explicit encoding of metric structures in countable signatures as pur…
math.LO2020
Approximate Categoricity in Continuous Logic
James Hanson
We explore approximate categoricity in the context of distortion systems, introduced in our previous paper, which are a mild generalization of perturbation systems, introduced by B…