Lots of Chaotic Behaviors of the Henon Map
AbstractIn this paper we are concerned with a general form of the Henon map as a retarded functional equation. The existence of a unique solution is proved. The continuous dependence of the solution and the local stability of fixed points are investigated. Dynamics of periodic points, Chaos, bifurcation, and topological conjugacy of the resulting system are discussed in Matlab.
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How to Cite
Alam, M. S., & Ahmed, P. (2016). Lots of Chaotic Behaviors of the Henon Map. European Scientific Journal, ESJ, 12(36), 411. https://doi.org/10.19044/esj.2016.v12n36p411