On locally compact attractors of dynamical systems (Q1306851)
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scientific article; zbMATH DE number 1348135
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On locally compact attractors of dynamical systems |
scientific article; zbMATH DE number 1348135 |
Statements
On locally compact attractors of dynamical systems (English)
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5 December 1999
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This paper is devoted to the existence of global locally compact attractors for abstract dynamical systems which are not dissipative, that is they do not possess a bounded attractive (absorbing) set in phase space. The author presents a sufficient condition providing the existence of a locally compact attractor and then applies the obtained results to reaction-diffusion equations and differential inclusions.
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attractive set
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absorbing set
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global locally compact attractors
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not dissipative
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differential inclusions
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0.9829365
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0.9255602
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0.92059743
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0.9157902
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0.9151012
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0.9147044
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0.91274846
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