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19992023
most citedStable complexity and simplicial volume of manifolds

32 citations · 180 across the 25 of their papers we have counts for

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12 papers · 1 filter

math.GR2023★ 2 cited

The Conjugacy Problem for

François Dahmani, Stefano Francaviglia, Armando Martino +1

We present a solution to the Conjugacy Problem in the group of outer-automorphisms of , a free group of rank 3. We distinguish according to several computable invariants, such…

math.GR2021

On the action of relatively irreducible automorphisms on their train tracks

Stefano Francaviglia, Armando Martino, Dionysios Syrigos

Let be a group and let be a free factor system of , namely a free splitting of as . In this paper, we study the set of train track po…

math.GR2020

The mimimally displaced set of an irreducible automorphism of is co-compact

Stefano Francaviglia, Armando Martino, Dionysios Syrigos

We study the minimally displaced set of irreducible automorphisms of a free group. Our main result is the co-compactness of the minimally displaced set of an irreducible automorphi…

math.GR2019

The minimally displaced set of an irreducible automorphism is locally finite

Stefano Francaviglia, Armando Martino, Dionysios Syrigos

We prove that the minimally displaced set of a relatively irreducible automorphism of a free splitting, situated in a deformation space, is uniformly locally finite. The minimally…

math.GR2018

Displacements of automorphisms of free groups II: Connectivity of level sets and decision problems

Stefano Francaviglia, Armando Martino

This is the second of two papers in which we investigate the properties of displacement functions of automorphisms of free groups (more generally, free products) on the Culler-Vogt…

math.GR2018

Displacements of automorphisms of free groups I: Displacement functions, minpoints and train tracks

Stefano Francaviglia, Armando Martino

This is the first of two papers in which we investigate the properties of the displacement functions of automorphisms of free groups (more generally, free products) on Culler-Vogtm…