This paper is part of my PhD thesis, and I would like to thank sincerely my advisors, Arnaud Hilion and Martin Lustig, for their advice and encouragement.A criterion for quadratic or higher growth of group automorphisms is established which are represented by graph-of-groups automorphisms with certain well specified properties. As a consequence, it is derived (using results of a previous paper of the author) that every partial Dehn twist automorphism of $\FN$ relative to local Dehn twist automorphisms is either an honest Dehn twist automorphism, or else has quadratic growth
International audienceThe generalized Dehn twist along a closed curve in an oriented surface is an a...
International audienceThe generalized Dehn twist along a closed curve in an oriented surface is an a...
Abstract. We study rigidity properties of certain homomorphisms from right-angled Artin groups to ma...
The main theorem of this thesis asserts that many centralisers in the automorphism groups Aut(F_n) a...
Un automorphisme (extérieur) φ d'un groupe libre Fₙ de rang fini n≥2 est dit géométrique s'il est in...
In this paper we study the quotient and "blow-up" of graph-of-groups $\cal{G}$ and of their automorp...
In this thesis, which is the extended version of the paper "Rigidity of Mapping Class Groups mod pow...
In this thesis, which is the extended version of the paper "Rigidity of Mapping Class Groups mod pow...
We consider the growth functions beta(Gamma)(n) of amalgamated free products Gamma = A *(C) B, where...
In this paper we define a quantity called the rank of an outer automorphism of a free group which is...
International audienceLet $\Sigma$ be a compact oriented surface. The Dehn twist along every simple ...
a paraitre a GAFAGiven an automorphism of a free group $F_n$, we consider the following invariants: ...
a paraitre a GAFAGiven an automorphism of a free group $F_n$, we consider the following invariants: ...
Abstract. We study the Dehn function at infinity in the mapping class group, finding a polynomial up...
36 pagesThe generalized Dehn twist along a closed curve in an oriented surface is an algebraic const...
International audienceThe generalized Dehn twist along a closed curve in an oriented surface is an a...
International audienceThe generalized Dehn twist along a closed curve in an oriented surface is an a...
Abstract. We study rigidity properties of certain homomorphisms from right-angled Artin groups to ma...
The main theorem of this thesis asserts that many centralisers in the automorphism groups Aut(F_n) a...
Un automorphisme (extérieur) φ d'un groupe libre Fₙ de rang fini n≥2 est dit géométrique s'il est in...
In this paper we study the quotient and "blow-up" of graph-of-groups $\cal{G}$ and of their automorp...
In this thesis, which is the extended version of the paper "Rigidity of Mapping Class Groups mod pow...
In this thesis, which is the extended version of the paper "Rigidity of Mapping Class Groups mod pow...
We consider the growth functions beta(Gamma)(n) of amalgamated free products Gamma = A *(C) B, where...
In this paper we define a quantity called the rank of an outer automorphism of a free group which is...
International audienceLet $\Sigma$ be a compact oriented surface. The Dehn twist along every simple ...
a paraitre a GAFAGiven an automorphism of a free group $F_n$, we consider the following invariants: ...
a paraitre a GAFAGiven an automorphism of a free group $F_n$, we consider the following invariants: ...
Abstract. We study the Dehn function at infinity in the mapping class group, finding a polynomial up...
36 pagesThe generalized Dehn twist along a closed curve in an oriented surface is an algebraic const...
International audienceThe generalized Dehn twist along a closed curve in an oriented surface is an a...
International audienceThe generalized Dehn twist along a closed curve in an oriented surface is an a...
Abstract. We study rigidity properties of certain homomorphisms from right-angled Artin groups to ma...