Sharp asymptotics and compactness for local low energy solutions of critical elliptic systems in potential form (Q2461554)
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| Language | Label | Description | Also known as |
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| English | Sharp asymptotics and compactness for local low energy solutions of critical elliptic systems in potential form |
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Sharp asymptotics and compactness for local low energy solutions of critical elliptic systems in potential form (English)
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28 November 2007
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The paper deals with a critical elliptic system related to the Yamabe equation on a smooth compact manifold. The system involves the Laplace-Beltrami operator and critical Sobolev exponent. The results given here treat estimates and compactness for the set of local low energy solutions.
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critical elliptic system
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Laplace-Beltrami operator
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minimal type solutions
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compactness
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