We show that a quasi-geodesic in an injective metric space is Morse if and only if it is
strongly contracting. Since mapping class groups and, more generally, hierarchically …

We prove that Morse local‐to‐global groups grow exponentially faster than their infinite‐
index stable subgroups. This generalizes a result of Dahmani, Futer, and Wise in the context …

In this paper, we derive an asymptotic formula for the number of conjugacy classes of
elements in a class of statistically convex‐cocompact actions with contracting elements …

We show that the Morse boundary of a Morse local-to-global group is $\sigma $-compact.
Moreover, we show that the converse holds for small cancellation groups. As an application …

In this paper, we derive an asymptotic formula for the number of conjugacy classes of
elements in a class of statistically convex-cocompact actions with contracting elements …