Title
Dynamics of Multimodal Families of m-Modal Maps
Author
Javier Salvador González Salas
Bahia Betzavet Cassal Quiroga
JOSE TUXPAN VARGAS
Eric Campos Cantón
Access level
Open Access
Alternative identifier
doi: https://doi.org/10.1155/2022/4340794
Subjects
Summary or description
"In this work, we introduce families of multimodal maps based on logistic map, i.e., families of m-modal maps are defined on an interval I C R, which is partitioned into non-uniform subdomains, with m E N. Because the subdomains of the partition are not uniform, each subdomain contains a unimodal map, given by the logistic map, that can have different heights. Therefore, we give the necessary and sufficient conditions for these modal maps present a multimodal family of m-modal maps, i.e., a bifurcation parameter can set a unimodal map, a bimodal map, up to a -modal map. Some numerical examples are given according to the developed theory. Some numerical examples are given in accordance with the developed theory."
Publisher
Hindawi
Publish date
2022
Publication type
Article
Publication version
Published Version
Information Resource
Format
application/pdf
Citation suggestion
S. González-Salas, B. B. Cassal-Quiroga, J. Tuxpan, E. Campos, "Dynamics of Multimodal Families of m-Modal Maps", Complexity, vol. 2022, Article ID 4340794, 13 pages, 2022. https://doi.org/10.1155/2022/4340794
Source repository
Repositorio IPICYT
Downloads
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