Add to ORKGLet f(z) be a rational map, Aut(f) the finite group of Mo.. bius transformations commuting with f. We study the question: when can two kinds of more flexible automorphisms of the dynamics of f be realized in Aut(g) for some deformation g of f? First let Mod(f) denote the group of isotopy classes of quasiconformal maps commuting with f
Preliminary version. 41 pages, 4 figuresInternational audiencePseudo-automorphisms are birational tr...
Preliminary version. 41 pages, 4 figuresInternational audiencePseudo-automorphisms are birational tr...
AbstractLet K be any field and G be a finite group. Let G act on the rational function field K(xg:g∈...
International audienceWe survey a few results concerning groups of regular or birational transformat...
AbstractWe show that given a finite group G a hypermap can be constructed having automorphism group ...
AbstractWe show that, whereas a finite map is regular if and only if its automorphism group and mono...
International audienceFor any mixing SFT X containing a fixed point we construct a reversible shift-...
AbstractWe study the automorphism groups of cyclic extensions of the rational function fields. We gi...
We study the automorphism groups of cyclic extensions of the rational function fields. We give condi...
AbstractWe show that given a finite group G a hypermap can be constructed having automorphism group ...
We consider some algebraic aspects of the dynamics of an automorphism on a family of polarized abeli...
We consider some algebraic aspects of the dynamics of an automorphism on a family of polarized abeli...
We consider some algebraic aspects of the dynamics of an automorphism on a family of polarized abeli...
We give a way to construct group of pseudo-automorphisms of rational varieties of any dimension that...
Let K be any field & G be a finite group. Let G act on the rational function field K(xg : g ∈ G) by ...
Preliminary version. 41 pages, 4 figuresInternational audiencePseudo-automorphisms are birational tr...
Preliminary version. 41 pages, 4 figuresInternational audiencePseudo-automorphisms are birational tr...
AbstractLet K be any field and G be a finite group. Let G act on the rational function field K(xg:g∈...
International audienceWe survey a few results concerning groups of regular or birational transformat...
AbstractWe show that given a finite group G a hypermap can be constructed having automorphism group ...
AbstractWe show that, whereas a finite map is regular if and only if its automorphism group and mono...
International audienceFor any mixing SFT X containing a fixed point we construct a reversible shift-...
AbstractWe study the automorphism groups of cyclic extensions of the rational function fields. We gi...
We study the automorphism groups of cyclic extensions of the rational function fields. We give condi...
AbstractWe show that given a finite group G a hypermap can be constructed having automorphism group ...
We consider some algebraic aspects of the dynamics of an automorphism on a family of polarized abeli...
We consider some algebraic aspects of the dynamics of an automorphism on a family of polarized abeli...
We consider some algebraic aspects of the dynamics of an automorphism on a family of polarized abeli...
We give a way to construct group of pseudo-automorphisms of rational varieties of any dimension that...
Let K be any field & G be a finite group. Let G act on the rational function field K(xg : g ∈ G) by ...
Preliminary version. 41 pages, 4 figuresInternational audiencePseudo-automorphisms are birational tr...
Preliminary version. 41 pages, 4 figuresInternational audiencePseudo-automorphisms are birational tr...
AbstractLet K be any field and G be a finite group. Let G act on the rational function field K(xg:g∈...