Add to ORKGThere exist uniquely ergodic affine interval exchange transformations of [0,1] with flips which have wandering intervals and are such that the support of the invariant measure is a Cantor set
We construct Bratteli-Vershik models for minimal interval exchange transformations. We use this to s...
A unified introduction to the dynamics of interval exchange maps and related topics, such as the geo...
International audienceFor a class of d-interval exchange transformations, whichwe call the symmetric...
There exist uniquely ergodic affine interval exchange transformations of [0,1] with flips which have...
We study the ergodic properties of compositions of interval exchange transformations (IETs) and rota...
Abstract. We study the ergodic properties of compositions of interval exchange transforma-tions and ...
For almost all interval exchange maps (i.e.m.) $T_0$, with combinatorics of genus $g > 2$, we constr...
The languages generated by interval exchange transformations have been characterized by Ferenczi-Zam...
International audienceWe prove linear upper and lower bounds for the Hausdorff dimension set of mini...
We describe in this article the dynamics of a 1-parameter family of affine interval exchange transfo...
International audienceThe Arnoux-Rauzy systems are defined in [5], both as symbolic systems on three...
. We consider a class A of affine interval exchange maps of the interval and we analyse several ergo...
We consider a class A of affine interval exchange maps of the interval and we analyse several ergodi...
We introduce a definition of admissibility for subintervals in interval exchange transformations. Us...
International audienceThe Arnoux-Rauzy systems are defined in [5], both as symbolic systems on three...
We construct Bratteli-Vershik models for minimal interval exchange transformations. We use this to s...
A unified introduction to the dynamics of interval exchange maps and related topics, such as the geo...
International audienceFor a class of d-interval exchange transformations, whichwe call the symmetric...
There exist uniquely ergodic affine interval exchange transformations of [0,1] with flips which have...
We study the ergodic properties of compositions of interval exchange transformations (IETs) and rota...
Abstract. We study the ergodic properties of compositions of interval exchange transforma-tions and ...
For almost all interval exchange maps (i.e.m.) $T_0$, with combinatorics of genus $g > 2$, we constr...
The languages generated by interval exchange transformations have been characterized by Ferenczi-Zam...
International audienceWe prove linear upper and lower bounds for the Hausdorff dimension set of mini...
We describe in this article the dynamics of a 1-parameter family of affine interval exchange transfo...
International audienceThe Arnoux-Rauzy systems are defined in [5], both as symbolic systems on three...
. We consider a class A of affine interval exchange maps of the interval and we analyse several ergo...
We consider a class A of affine interval exchange maps of the interval and we analyse several ergodi...
We introduce a definition of admissibility for subintervals in interval exchange transformations. Us...
International audienceThe Arnoux-Rauzy systems are defined in [5], both as symbolic systems on three...
We construct Bratteli-Vershik models for minimal interval exchange transformations. We use this to s...
A unified introduction to the dynamics of interval exchange maps and related topics, such as the geo...
International audienceFor a class of d-interval exchange transformations, whichwe call the symmetric...