Asymptotic behavior of the least energy solution of a problem with competing powers

Dancer E.N.; Santra S.; Wei J.

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Asymptotic behavior of the least energy solution of a problem with competing powers

机译：具有竞争能力的问题的最小能量解的渐近行为

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We consider the problem ε~2Δu-uq+up=0 in Ω, u>0 in Ω, u=0 on ?. Ω. Here Ω is a smooth bounded domain in R~N, 1

机译：我们考虑问题ε〜2Δu-uq+ up = 0（Ω），u> 0（Ω），u = 0（？）。 Ω。此处Ω是R〜N中的一个光滑有界域，如果N≥3并且ε是一个小的正参数，则1

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来源
《Journal of Functional Analysis》 |2011年第8期|共41页
作者
Dancer E.N.; Santra S.; Wei J.;
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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
Asymptotic behavior; Least energy solution; Zero mass;

机译：渐近行为最小能量解零质量;

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1. Asymptotic behavior of the least energy solution of a problem with competing powers [J] . Dancer E.N., Santra S., Wei J. Journal of Functional Analysis . 2011,第8期

机译：具有竞争能力的问题的最小能量解的渐近行为
2. POSITIVE SOLUTIONS WITH NONPOWER ASYMPTOTIC BEHAVIOR AND QUASIPERIODIC SOLUTIONS TO AN EMDEN-FOWLER TYPE HIGHER ORDER EQUATIONS [J] . I. V. Astashova Journal of Mathematical Sciences . 2015,第1期

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3. On power and non-power asymptotic behavior of positive solutions to Emden-Fowler type higher-order equations [J] . Irina Astashova Advances in Difference Equations . 2013,第1期

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4. ASYMPTOTIC BEHAVIOR AND ENERGY SOLUTION OF A STRONGLY NONLINEAR DYNAMICAL SYSTEM [C] . W.B.Bao, Z.Y. Ma, B.C. Wen Proceedings of the Asia-Pacific Vibration Conference 2001 . 2001

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5. Analysis of a 1D approximation of the Boltzmann equation: The subclass of grossly determined solutions and the asymptotic behavior of the class of general solutions. [D] . Carty, Thomas E. 2013

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6. ASYMPTOTIC BEHAVIOR AND PERIODIC SOLUTIONS OF A NONLINEAR DIFFERENTIAL-DIFFERENCE EQUATION [O] . G. Stephen Jones 1961

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7. Asymptotic behavior of the least energy solution of a problem with competing powers [O] . Dancer E.N., Santra Sanjiban, Wei Juncheng 2011

机译：具有竞争能力的问题的最小能量解的渐近行为

Asymptotic behavior of the least energy solution of a problem with competing powers

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