Chaotic direction-reversing waves
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Edgar Knobloch; Adam S. Landsberg; Jeff Moehlis
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Article
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1999
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Elsevier Science
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English
โ 784 KB
Symmetry-increasing bifurcations of strange attractors in systems with O 2 symmetry are shown to produce traveling waves that reverse their direction of propagation in a chaotic fashion. The resulting dynamics are illustrated using the normal form describing the triple zero instability.