Abstract
AbstractBasing on the Karamata regular variation theory and combining with the method of explosive sub and supersolution, we establish the asymptotic behavior of large solutions to a quasilinear elliptic equation type with convection terms. the nonlinear term is Γ −varying at infinity, which variation at infinity is not regular. The results of this paper emphasizes the central role played by the convection term and the weight functions.KeywordsLarge solutionConvection termKaramata regular variation theory
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