2 citations · 3 across the 4 of their papers we have counts for
4 papers
Orbifold braid groups and complex braid groups
Jonas Flechsig
A result of Allock [1](arXiv:math/9907194) states that certain orbifold braid groups contain Artin groups of type , and as finite index subgroups.…
Braid groups and mapping class groups for 2-orbifolds
Jonas Flechsig
The main result of this article is that pure orbifold braid groups fit into an exact sequence $1\rightarrow K\rightarrowπ_1^{orb}(Σ_Γ(n-1+L))\xrightarrow{ι_{\textrm{PZ}_n}}\textrm{…
Mapping class groups for 2-orbifolds
Jonas Flechsig
We define orbifold mapping class groups (with marked points) and study them using their action on certain orbifold analogs of arcs and simple closed curves. Moreover, we establish…
Asymptotic mapping class groups of Cantor manifolds and their finiteness properties
Javier Aramayona, Kai-Uwe Bux, Jonas Flechsig +2
We prove that the infinite family of asymptotic mapping class groups of surfaces of defined by Funar--Kapoudjian and Aramayona--Funar are of type , thus answering questio…