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Publicação
Hunting Admissible Kneading pairs of a Real Rational Map
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Autores
Orientador(es)
Resumo(s)
The importance of symbolic systems is that they give us the possibility of simplifying some dynamical systems. Our expectations is that our work can help to understand better the behavior, under iteration, of the Real Rational Map, f(x)=(x²-a)/(x²-b), with 0<b<a<1. Kneading Theory is a powerful tool, and we use it to simplify processes arising from the complicated behavior of this map in a more simple way. In this work we establish some rules that bound regions where we can find, or not, Kneading pairs for f(x).
Descrição
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Palavras-chave
Symbolic Dynamics Real Rational Maps Kneading Theory
Contexto Educativo
Citação
Cabral, J. (2013). "Hunting Admissible Kneading pairs of a Real Rational Map". «Asia Online Journals: Asian Journal of Fuzzy and Applied Mathematics», 1(4), 120-126. ISSN 2321-564X.
Editora
Asian Online Journals (www.ajouronline.com)