1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.GR2024
Eventually Self-Similar Groups acting on Fractals
Davide Perego, Matteo Tarocchi
Generalizing work by Belk and Forrest, we develop almost expanding hyperedge replacement systems that build fractal topological spaces as quotients of edge shifts under certain ``g…
math.GR2024
Rearrangement Groups of Fractals: Structure and Conjugacy
Matteo Tarocchi
This dissertation is about rearrangement groups: a class of groups of homeomorphisms of fractal topological spaces. Introduced in 2019 by J. Belk and B. Forrest, this class general…
math.GR2023★ 1 cited
Conjugacy in Rearrangement Groups of Fractals
Matteo Tarocchi
We describe a method for solving the conjugacy problem in a vast class of rearrangement groups of fractals, a family of Thompson-like groups introduced in 2019 by Belk and Forrest.…