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The resulting system exhibits more abundant chaotic behavior.
Hamiltonian chaos, then, is chaotic behavior in a Hamiltonian system.
At higher preheats chaotic behavior ensued.
However, numerical results for (4.2) indicate no chaotic behavior.
This system exhibits chaotic behavior, as given in Figure 4.
In fact, system (10) indeed generates chaotic behavior.
This map exhibits chaotic behavior when (eta>0).
So the resulting system still exhibits a chaotic behavior.
Remarkably, the fractional system can display chaotic behavior.
The chaotic behavior of system (46) can be seen in Fig. 3. Figure 3 Chaotic behavior of system (46).
The formal definitions seek to fully characterize chaotic behavior in mathematical models, but we are also interested in capturing chaotic behavior in physical and biological systems as well.
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