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Some Combinatorial Properties of Words in Discrete Dynamical Systems from Antisymmetric Cubic Maps
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Some Combinatorial Properties of Words in Discrete Dynamical Systems from Antisymmetric Cubic Maps
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Journal Article
Some Combinatorial Properties of Words in Discrete Dynamical Systems from Antisymmetric Cubic Maps
2013
Overview
In this paper, we study the combinatorial properties ol words m chscrete dynamical systems from antisymmetric cubic maps. We also discuss the relationship of primitive kneading sequences of length n and period-doubling kneading sequences of length 2n, and then determine the number of all kneading sequences of length n.
