A New Two-Dimensional Map with Hidden Attractors
AbstractThe investigations of hidden attractors are mainly in continuous-time dynamic systems, and there are a few investigations of hidden attractors in discrete-time dynamic systems. The classical chaotic attractors of the Logistic map, Tent map, Henon map, Arnold’s cat map, and other widely-known chaotic attractors are those excited from unstable fixed points. In this paper, the hidden dynamics of a new two-dimensional map inspired by Arnold’s cat map is investigated, and the existence of fixed points and their stabilities are studied in detail. View Full-Text
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Wang, C.; Ding, Q. A New Two-Dimensional Map with Hidden Attractors. Entropy 2018, 20, 322.
Wang C, Ding Q. A New Two-Dimensional Map with Hidden Attractors. Entropy. 2018; 20(5):322.Chicago/Turabian Style
Wang, Chuanfu; Ding, Qun. 2018. "A New Two-Dimensional Map with Hidden Attractors." Entropy 20, no. 5: 322.
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