Existence and homogenisation of travelling waves bifurcating from resonances of reaction-diffusion equations in periodic media (Q481246)
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scientific article; zbMATH DE number 6380031
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Existence and homogenisation of travelling waves bifurcating from resonances of reaction-diffusion equations in periodic media |
scientific article; zbMATH DE number 6380031 |
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Existence and homogenisation of travelling waves bifurcating from resonances of reaction-diffusion equations in periodic media (English)
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12 December 2014
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Using a dynamical systems approach, the authors study the existence and homogenization of traveling waves bifurcating from resonances of reaction-diffusion equations posed in periodic media. The main ingredients of the proofs include the center manifold reduction, phase space analysis and Conley index-type techniques.
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center manifold reduction
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phase space analysis
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Conley index-type techniques
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0.92739123
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0.9042617
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0.90294635
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0.9027466
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0.90265805
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