Characterizes subequivalence relations with dense orbits in the space for the ergodic hyperfinite p.m.p. equivalence relation, proves full group orbits are meager, and computes some Borel complexities using the uniform metric.
Uniqueness of the Group Measure Space Decomposition for Popa 's HT Factors
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On dense orbits in the space of subequivalence relations
Characterizes subequivalence relations with dense orbits in the space for the ergodic hyperfinite p.m.p. equivalence relation, proves full group orbits are meager, and computes some Borel complexities using the uniform metric.