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Ferenczi, Sébastien - Institut de Mathématiques de Luminy, Universite de la Mediterranee, Marseille
STRUCTURE OF THREE INTERVAL EXCHANGE TRANSFORMATIONS I : AN ARITHMETIC STUDY
JOININGS OF THREE-INTERVAL EXCHANGE TRANSFORMATIONS SEBASTIEN FERENCZI, CHARLES HOLTON, AND LUCA Q. ZAMBONI
Contemporary Mathematics Interactions between Dynamics, Arithmetics and
LANGUAGES OF k-INTERVAL EXCHANGE TRANSFORMATIONS SEBASTIEN FERENCZI AND LUCA Q. ZAMBONI
COMBINATORIAL TREES ARISING IN THE STUDY OF INTERVAL EXCHANGE TRANSFORMATIONS
Substitution dynamical systems on infinite alphabets Sebastien Ferenczi
A SELF-DUAL INDUCTION FOR THREE-INTERVAL EXCHANGE TRANSFORMATIONS
STRUCTURE OF THREE-INTERVAL EXCHANGE TRANSFORMATIONS III: ERGODIC AND SPECTRAL PROPERTIES
EIGENVALUES AND SIMPLICITY OF INTERVAL EXCHANGE TRANSFORMATIONS
DYNAMICAL GENERALIZATIONS OF THE LAGRANGE SPECTRUM SEBASTIEN FERENCZI
STRUCTURE OF K-INTERVAL EXCHANGE TRANSFORMATIONS
STRUCTURE OF THREE-INTERVAL EXCHANGE TRANSFORMATIONS II: A COMBINATORIAL DESCRIPTION OF THE TRAJECTORIES
STRUCTURE OF K-INTERVAL EXCHANGE TRANSFORMATIONS
SCIEN IFIQUES ISSN 0012-9593
COMBINATORICS OF INTERVAL EXCHANGE TRANSFORMATIONS LECTURE NOTES FOR DYNAMIQUE EN CORNOUAILLE
