Topo-isomorphisms of irregular Toeplitz subshifts for residually finite groups
Jaime Gómez
Pontificia Universidad Católica de Chile, Santiago, Chile

Abstract
For every countable residually finite group and every totally disconnected metric compactification of , we construct an irregular Toeplitz subshift whose maximal equicontinuous factor is and such that is a topo-isomorphic extension of . When the acting group is amenable, our construction yields new examples of mean-equicontinuous dynamical systems.
Cite this article
Jaime Gómez, Topo-isomorphisms of irregular Toeplitz subshifts for residually finite groups. Groups Geom. Dyn. (2025), published online first
DOI 10.4171/GGD/864