Stability of Chaotic and Hyperchaotic Finance Systems
JOURNAL OF EDUCATION AND SCIENCE,
2013, Volume 26, Issue 4, Pages 97-106
In this paper, a three (four) dimensional autonomous Finance chaotic (hyperchaotic) system is considered, and we obtained the stability of this systems. We show that the chaotic (three dimensional) system is asymptotically stable at the critical points when , and unstable otherways. While the hyperchaotic (four dimensional) system is asymptotically stable if the variables has the form . Finally, illustrative examples are given.
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