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Singular limit of radial solutions in an annulus

Gladiali, Francesca Maria and Grossi, Massimo (2007) Singular limit of radial solutions in an annulus. Asymptotic Analysis, Vol. 55 (1-2), p. 73-83. eISSN 1875-8576. Article.

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In this paper we study the radial solutions of the problem

\[\cases{-\Delta u=\lambda\mathrm{e}^{u}& \mbox{in} \varOmega,\cr u=0& \mbox{on} \partial\varOmega,}\]

where Ω is an annulus of RN, N≥2 and λ is close to zero.

Among the other results we show the existence of a singular limit and some qualitative properties of the solution.

Item Type:Article
ID Code:4753
Uncontrolled Keywords:Bifurcation, domains
Subjects:Area 01 - Scienze matematiche e informatiche > MAT/05 Analisi matematica
Divisions:001 Università di Sassari > 03 Istituti > Matematica e fisica
Publisher:IOS Press
Deposited On:03 Nov 2010 12:18

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