We study the ergodic properties of compositions of interval exchange transformations (IETs) and rotations. We show that for any IET T, there is a full measure set of α ∈ [0, 1) so that T Rα is uniquely ergodic, where Rα is rotation by α
International audienceThe Arnoux-Rauzy systems are defined in [5], both as symbolic systems on three...
International audienceThe Arnoux-Rauzy systems are defined in [5], both as symbolic systems on three...
International audienceFor a class of d-interval exchange transformations, whichwe call the symmetric...
Abstract. We study the ergodic properties of compositions of interval exchange transforma-tions and ...
In this Thesis we investigate interval translation maps (ITMs) with, on the circle, two intervals, a...
There exist uniquely ergodic affine interval exchange transformations of [0,1] with flips which have...
A unified introduction to the dynamics of interval exchange maps and related topics, such as the geo...
Motivated by a pedagogical argument about the existence of intuitive interpretations of the importan...
In this Thesis we investigate interval translation maps (ITMs) with, on the circle, two intervals, a...
Rauzy Induction, raised by Rauzy and Veech, has been served as an important technique to study inter...
International audienceWe give conditions for minimality of Z/N Z extensions of a rotation of angle α...
Abstract. We prove the conjecture that an interval exchange transforma-tion on 3-intervals with corr...
A unified introduction to the dynamics of interval exchange maps and related topics, such as the geo...
We prove the conjecture that an interval exchange transformation on 3-intervals with corresponding p...
Abstract. Consider a long piece of trajectory x, T (x), T (T (x)),..., Tn−1(x) of an interval exchan...
International audienceThe Arnoux-Rauzy systems are defined in [5], both as symbolic systems on three...
International audienceThe Arnoux-Rauzy systems are defined in [5], both as symbolic systems on three...
International audienceFor a class of d-interval exchange transformations, whichwe call the symmetric...
Abstract. We study the ergodic properties of compositions of interval exchange transforma-tions and ...
In this Thesis we investigate interval translation maps (ITMs) with, on the circle, two intervals, a...
There exist uniquely ergodic affine interval exchange transformations of [0,1] with flips which have...
A unified introduction to the dynamics of interval exchange maps and related topics, such as the geo...
Motivated by a pedagogical argument about the existence of intuitive interpretations of the importan...
In this Thesis we investigate interval translation maps (ITMs) with, on the circle, two intervals, a...
Rauzy Induction, raised by Rauzy and Veech, has been served as an important technique to study inter...
International audienceWe give conditions for minimality of Z/N Z extensions of a rotation of angle α...
Abstract. We prove the conjecture that an interval exchange transforma-tion on 3-intervals with corr...
A unified introduction to the dynamics of interval exchange maps and related topics, such as the geo...
We prove the conjecture that an interval exchange transformation on 3-intervals with corresponding p...
Abstract. Consider a long piece of trajectory x, T (x), T (T (x)),..., Tn−1(x) of an interval exchan...
International audienceThe Arnoux-Rauzy systems are defined in [5], both as symbolic systems on three...
International audienceThe Arnoux-Rauzy systems are defined in [5], both as symbolic systems on three...
International audienceFor a class of d-interval exchange transformations, whichwe call the symmetric...
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