Author:
Bucolo Maide,Buscarino Arturo,Fortuna Luigi,Gagliano Salvina
Abstract
In this paper, the general concept of multidimensional discrete maps is presented. Moreover, new and fundamental results show the invariance of the bifurcation points from periodic to chaotic behavior. Numerical examples regarding the multidimensional cases of the logistic map, the complex-valued Ikeda map, and the multivariable Henon map are reported.
Subject
Physical and Theoretical Chemistry,General Physics and Astronomy,Mathematical Physics,Materials Science (miscellaneous),Biophysics
Reference19 articles.
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3. Double Ikeda Map as a Source of Pseudorandom Numbers;Stoyanov,2021
4. Pseudorandom Number Generator Based on Enhanced Hénon Map and its Implementation;Meranza-Castillón;AEU - Int J Electro Commun,2019
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