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math.LO2022
An invitation to extension domination
Kyle Gannon, Jinhe Ye
Motivated by the theory of domination for types, we introduce a notion of domination for Keisler measures called extension domination. We argue that this variant of domination beha…
math.LO2022★ 1 cited
Definable convolution and idempotent Keisler measures II
Artem Chernikov, Kyle Gannon
We study convolution semigroups of invariant/finitely satisfiable Keisler measures in NIP groups. We show that the ideal (Ellis) subgroups are always trivial and describe minimal l…