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Liouville theorems for stable at infinity solutions of Lane-Emden system

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arxiv 1802.09004 v1 pith:NAAXYQM7 submitted 2018-02-25 math.AP

classification math.AP
keywords deltalane-emdensolutionsstablesystemthetacompactconsider
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abstract

We consider the Lane-Emden system $-\Delta u = v^p$, $-\Delta v= u^\theta$ in $\mathbb{R}^N$, and we prove the nonexistence of smooth positive solutions which are stable outside a compact set, for any $p, \theta > 0$ under the Sobolev hyperbola.

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