Add to ORKGIn present work we study connection between irrational rotations of the unit interval and infinite words. Also, we discuss the complexity function for irrational rotation
International audienceWe introduce and study a new complexity function in combinatorics on words, wh...
Abstract. We consider the problem of planar rotation by an irrational angle, where the space is disc...
In this Thesis we investigate interval translation maps (ITMs) with, on the circle, two intervals, a...
AbstractWe study the palindromic complexity of infinite words obtained by coding rotations on partit...
We study the structure of infinite words obtained by coding rotations on partitions of the unit circ...
AbstractGiven a rotation of the circle, we study the complexity of formal languages that are generat...
AbstractNous considérons les suites codant l'orbite, sous l'action d'une rotation d'angle irrationne...
AbstractWe discuss combinatorial properties of a class of binary sequences generalizing Sturmian seq...
AbstractFor an irrational rotation, we use the symbolic dynamics on the sturmian coding to compute e...
In this paper, we study multi-rotation orbits on the unit circle. We obtain a natural generalization...
International audienceWe study the palindromic complexity of infinite words obtained by coding rotat...
AbstractWe study computability of real-valued functions and the information needed for simulation of...
see also http://liafa.jussieu.fr/~vuillon/articles.htmlIn this article, we count the number of retur...
AbstractWe consider rotations on the torus T2, and we classify them with respect to the complexity f...
We introduce a renormalization procedure which allows us to study in a unified and concise way diffe...
International audienceWe introduce and study a new complexity function in combinatorics on words, wh...
Abstract. We consider the problem of planar rotation by an irrational angle, where the space is disc...
In this Thesis we investigate interval translation maps (ITMs) with, on the circle, two intervals, a...
AbstractWe study the palindromic complexity of infinite words obtained by coding rotations on partit...
We study the structure of infinite words obtained by coding rotations on partitions of the unit circ...
AbstractGiven a rotation of the circle, we study the complexity of formal languages that are generat...
AbstractNous considérons les suites codant l'orbite, sous l'action d'une rotation d'angle irrationne...
AbstractWe discuss combinatorial properties of a class of binary sequences generalizing Sturmian seq...
AbstractFor an irrational rotation, we use the symbolic dynamics on the sturmian coding to compute e...
In this paper, we study multi-rotation orbits on the unit circle. We obtain a natural generalization...
International audienceWe study the palindromic complexity of infinite words obtained by coding rotat...
AbstractWe study computability of real-valued functions and the information needed for simulation of...
see also http://liafa.jussieu.fr/~vuillon/articles.htmlIn this article, we count the number of retur...
AbstractWe consider rotations on the torus T2, and we classify them with respect to the complexity f...
We introduce a renormalization procedure which allows us to study in a unified and concise way diffe...
International audienceWe introduce and study a new complexity function in combinatorics on words, wh...
Abstract. We consider the problem of planar rotation by an irrational angle, where the space is disc...
In this Thesis we investigate interval translation maps (ITMs) with, on the circle, two intervals, a...