Equivariant maps to subshifts whose points have small stabilizers

Anton Bernshteyn

Let $\Gamma$ be a countably infinite group. Given $k\in \mathbb{N}$, we use $\mathrm{Free}(k^{\Gamma })$ to denote the free part of the Bernoulli shift action of $\Gamma$ on $k^{\Gamma }$. Seward and Tucke…