3 citations · 13 across the 12 of their papers we have counts for
16 papers
Involutions of spherical 3-manifolds
Mattia Mecchia, Baptiste Schilling
We classify involutions acting on spherical 3-manifolds up to conjugacy. Our geometric approach provides insights into numerous topological properties of these involutions.
The 2-rank of finite groups acting on hyperelliptic 3-manifolds
Max Leopold Frisch Sbarra, Mattia Mecchia
We consider 3-manifolds admitting the action of an involution such that its space of orbits is homeomorphic to Such involutions are called \textit{hyperelliptic} as the mani…
The multiple fibration problem for Seifert 3-orbifolds
Oliviero Malech, Mattia Mecchia, Andrea Seppi
We conclude the multiple fibration problem for closed orientable Seifert three-orbifolds, namely the determination of all the inequivalent fibrations that such an orbifold may admi…
On the diffeomorphism type of Seifert fibered spherical 3-orbifolds
Mattia Mecchia, Andrea Seppi
It is well known that, among closed spherical Seifert three-manifolds, only lens spaces and prism manifolds admit several Seifert fibrations which are not equivalent up to diffeomo…
Finite groups acting on hyperelliptic 3-manifolds
Mattia Mecchia
We consider 3-manifolds admitting the action of an involution such that its space of orbits is homeomorphic to Such involutions are called hyperelliptic as the manifolds adm…
Isometry groups and mapping class groups of spherical 3-orbifolds
Mattia Mecchia, Andrea Seppi
We study the isometry groups of compact spherical orientable -orbifolds , where is a finite subgroup of , by determining their isomorphism type. Moreo…