Quantization of the Blow-Up Value for the Liouville Equation with Exponential Neumann Boundary Condition

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摘要 In this paper,we analyze the asymptotic behavior of solution sequences of the Liouville-type equation with Neumann boundary condition.In particular,we will obtain a sharp mass quantization result for the solution sequences at a blow-up point.

作者 Tao Zhang Changliang Zhou Chunqin Zhou

机构地区 School of Mathematical Sciences

出处《Communications in Mathematics and Statistics》 SCIE 2018年第1期29-48,共20页 数学与统计通讯（英文）

关键词 Neumann problem Concentration-compactness phenomena Blow-up behaviors Mass quantization

分类号 O17 [理学—基础数学]

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Communications in Mathematics and Statistics

2018年第1期

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Quantization of the Blow-Up Value for the Liouville Equation with Exponential Neumann Boundary Condition

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