A characterization of the kneading pair for bimodal degree one circle maps
Lluis Alsedà, Antonio Falcó (1997)
Annales de l'institut Fourier
Similarity:
For continuous maps on the interval with finitely many monotonicity intervals, the kneading theory developed by Milnor and Thurston gives a symbolic description of the dynamics of a given map. This description is given in terms of the kneading invariants which essentially consists in the symbolic orbits of the turning points of the map under consideration. Moreover, this theory also describes a classification of all such maps through theses invariants. For continuous bimodal degree one...