Stability properties of cycles and tori of a simplest nonresonant wave-type equation (Q1277583)
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scientific article; zbMATH DE number 1257162
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Stability properties of cycles and tori of a simplest nonresonant wave-type equation |
scientific article; zbMATH DE number 1257162 |
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Stability properties of cycles and tori of a simplest nonresonant wave-type equation (English)
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27 April 1999
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The abstract of this paper reads: ``For a number of meaningful examples, nonresonant wave-type equations are shown to be characterized by periodic dynamics.'' The following conclusion is proffered at the end of the paper: ``Contrary to the views of many applied mathematicians, chaos in some systems of high dimension is caused by strengthening resonances rather than by detuning''.
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telegraph equation
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0.8723955
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0.86946106
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0.8667096
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0.8666731
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0.8665707
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0.86509407
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0.8637645
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