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Construction of new chaotic dynamical systems on a 2D Cantor set

Kübranur Yilmaz orcid id orcid.org/0000-0001-9394-4884 ; Eskisehir Technical University, Department of Statistics, Eskisehir, Turkey
Yunus Özdemir ; Eskisehir Technical University, Department of Mathematics, Eskisehir, Turkey
Fatma Diğdem Koparal orcid id orcid.org/0000-0002-9446-9402 ; Eskisehir Technical University, Department of Mathematics, Eskis


Puni tekst: engleski pdf 516 Kb

str. 171-180

preuzimanja: 69

citiraj


Sažetak

In this paper, we construct new discrete chaotic dynamical systems on a 2D Cantor set by using the shift map, a 0-preadded map and a 2-preadded map. We also obtain a collection of chaotic dynamical systems using the elements of the symmetry group
of the square.

Ključne riječi

2D Cantor set, code representation, chaotic dynamical system, symmetry group, shift map

Hrčak ID:

308958

URI

https://hrcak.srce.hr/308958

Datum izdavanja:

22.10.2023.

Posjeta: 202 *