Asymptotic growth for non concave pseudosolutions of the time-dependent equation of prescribed mean curvature (Q1090846)
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scientific article; zbMATH DE number 4008941
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Asymptotic growth for non concave pseudosolutions of the time-dependent equation of prescribed mean curvature |
scientific article; zbMATH DE number 4008941 |
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Asymptotic growth for non concave pseudosolutions of the time-dependent equation of prescribed mean curvature (English)
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1986
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We are concerned with the behavior for large times of the pseudosolution, in the sense of Lichnewsky and Temam, to the equation of prescribed mean curvature. This problem has been already considered in the case of a concave data in the equation; in this paper we prove a growth result in the case of a non concave data, more precisely, we show the existence of a set on which the solution asymptotically grows at a limiting rate.
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asymptotic growth
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behavior for large times
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pseudosolution
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prescribed mean curvature
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growth result
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non concave data
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0.8414891362190247
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0.7678993940353394
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0.7667258381843567
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