77 citations · 223 across the 63 of their papers we have counts for
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Comparison and Almost Finiteness for Actions of Amenable Groups
Eli Glasner, Chunlin Liu
We prove that every action of a countably infinite discrete amenable group on a nonempty compact Hausdorff zero-dimensional space has dynamical comparison, without assuming minimal…
Joint Point-Distality and structure theory for commuting actions
Eli Glasner, Chunlin Liu
Let and act commutatively and minimally on a compact metrizable space . We prove that if the two subactions are point-distal, equivalently HPI, then the action generated…
On jointly transitive commuting minimal homeomorphisms
Eli Glasner
In analogy with ergodic theory, we introduce the notions of joint topological transitivity and joint minimality for commuting minimal homeomorphisms on a compact metric space .…
Affine Evaluation Maps, Dimension Groups, and Fair measures
Eli Glasner
Let be a Cantor space and let be a compact Choquet simplex of atomless full-support probability measures. We introduce the associated \emph{Affine Evaluati…
Tame Topological Groups are precompact
Eli Glasner
We prove that a Hausdorff topological group is tame if and only if it is precompact.