Rodrigo De Pool

collaborators

2 papers

math.GT2024

Homomorphisms between pure mapping class groups

Rodrigo de Pool

Let $S$ and $S^{'}$ be orientable finite-type surfaces of genus $g \geq 4$ and $g^{'}$ , respectively. We prove that every multitwist-preserving map between pure mapping class groups $\tex…

math.GT2022

Finite rigid sets of the non-separating curve complex

Rodrigo de Pool

We prove that the non-separating curve complex of every surface of finite type and genus at least three admits an exhaustion by finite rigid sets.