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math.LO2021
The Feldman-Moore, Glimm-Effros, and Lusin-Novikov theorems over quotients
N. de Rancourt, B. D. Miller
We establish generalizations of the Feldman-Moore theorem, the Glimm-Effros dichotomy, and the Lusin-Novikov uniformization theorem from Polish spaces to their quotients by Borel o…
math.LO2021
A dichotomy for countable unions of smooth Borel equivalence relations
N. de Rancourt, B. D. Miller
We show that if an equivalence relation on a Polish space is a countable union of smooth Borel subequivalence relations, then there is either a Borel reduction of to a coun…