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Author: search.filters.author.Murugan, V.Subject: search.filters.subject.Dynamical system

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    Relation between kneading matrices of a map and its iterates
    (Korean Mathematical Society kms@kms.or.kr, 2020) Gopalakrishna, C.; Murugan, V.
    It is known that the kneading matrix associated with a continuous piecewise monotone self-map of an interval contains crucial combinatorial information of the map and all its iterates, however for every iterate of such a map we can associate its kneading matrix. In this paper, we describe the relation between kneading matrices of maps and their iterates for a family of chaotic maps. We also give a new definition for the kneading matrix and describe the relationship between the corresponding determinant and the usual kneading determinant of such maps. ©2020 Korean Mathematical Society.