On the convergence properties of global solutions for some reaction-diffusion systems under Neumann boundary conditions (Q1913885)
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scientific article; zbMATH DE number 883504
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On the convergence properties of global solutions for some reaction-diffusion systems under Neumann boundary conditions |
scientific article; zbMATH DE number 883504 |
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On the convergence properties of global solutions for some reaction-diffusion systems under Neumann boundary conditions (English)
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2 June 1996
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The article is concerned with the Neumann boundary condition. The convergence to the corresponding constant function as \(t\to + \infty\) and the rate of convergence is investigated. The results are obtained using \(L^p\)-estimates, analytic semigroups theory and some imbedding relations.
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rate of convergence
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0.9270429
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0.92426986
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0.91576207
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0.90976906
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0.9074711
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