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math.LO2023
Generically Stable Measures and Distal Regularity in Continuous Logic
Aaron Anderson
We develop a theory of generically stable and smooth Keisler measures in NIP metric theories, generalizing the case of classical logic. Using smooth extensions, we verify that fund…
math.LO2023
NIP and Distal Metric Structures
Aaron Anderson
Model theory, machine learning, and combinatorics each have generalizations of VC-dimension for fuzzy and real-valued versions of set systems. These different dimensions define a u…