Conformal dynamics at infinity for groups with contracting elements
W Yang - arXiv preprint arXiv:2208.04861, 2022 - arxiv.org
This paper develops a theory of conformal density at infinity for groups with contracting
elements. We start by introducing a class of convergence boundary encompassing many …
elements. We start by introducing a class of convergence boundary encompassing many …
Random walks on mapping class groups
This survey is concerned with random walks on mapping class groups. We illustrate how the
actions of mapping class groups on Teichmüller spaces or curve complexes reveal the …
actions of mapping class groups on Teichmüller spaces or curve complexes reveal the …
Conjugacy growth and width of certain branch groups
E Fink - International Journal of Algebra and Computation, 2014 - World Scientific
The conjugacy growth function counts the number of distinct conjugacy classes in a ball of
radius n. We give a lower bound for the conjugacy growth of certain branch groups, among …
radius n. We give a lower bound for the conjugacy growth of certain branch groups, among …
Boundary representations of mapping class groups
B Ma - arXiv preprint arXiv:2208.10223, 2022 - arxiv.org
Let $ S= S_g $ be a closed orientable surface of genus $ g\geq 2$ and $ Mod (S) $ be the
mapping class group of $ S $. In this paper, we show that the boundary representation of …
mapping class group of $ S $. In this paper, we show that the boundary representation of …
Random walks on mapping class groups
This survey is concerned with random walks on mapping class groups. We illustrate how the
actions of mapping class groups on Teichm\" uller spaces or curve complexes reveal the …
actions of mapping class groups on Teichm\" uller spaces or curve complexes reveal the …