Rossler Chaotic Attractor- David Wigginton 11-2-23 George Mason University Math 401: Mathematics Through 3D Printing.
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This is a Rossler chaotic attractor with two different initial conditions. This shows that chaotic dynamical systems are impossible to predict long term and one may never know what can happen. The print here is a particular example where the initial conditions are about %0.002 different but the end results are very different paths.
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