activity
19952025
most citedThe braided Ptolemy-Thompson group is finitely presented

25 citations · 170 across the 49 of their papers we have counts for

collaborators

55 papers

math.AG2025

Algebro-geometric subgroups of mapping class groups

Philippe Eyssidieux, Louis Funar

We provide new constraints for algebro-geometric subgroups of mapping class groups, namely images of fundamental groups of curves under complex algebraic maps to the moduli space o…

math.GT2024

Polyhedral CAT(0) metrics on locally finite complexes

Karim A. Adiprasito, Louis Funar

We prove the arborescence of any locally finite complex that is with a polyhedral metric for which all vertex stars are convex. In particular locally finite cube…

math.GT2023

Automorphisms of the procongruence pants complex

Marco Boggi, Louis Funar

We show that every automorphism of the congruence completion of the extended mapping class group that preserves the set of conjugacy classes of procyclic groups generated by Dehn t…

math.GT2023

On mapping class groups and their TQFT representations

Louis Funar

The aim of this paper is to survey some aspects of mapping class groups with focus on their finite dimensional representations arising in topological quantum field theory.

math.GT2022

Singular fibrations over surfaces

Louis Funar

Singular fibrations generalize achiral Lefschetz fibrations of 4-manifolds over surfaces while sharing some of their properties. For instance, relatively minimal singular fibration…

math.AG2021

Orbifold Kähler Groups related to Mapping Class groups

Philippe Eyssidieux, Louis Funar

We construct certain orbifold compactifications of the moduli stack of pointed stable curves over and study their fundamental groups by means of their quantum represent…