R^n上一类加权积分方程组对称正解的不存在性

兰州大学机构库 >数学与统计学院

	R^n上一类加权积分方程组对称正解的不存在性
Alternative Title	Nonexistence of Radial Positive Solution of a Class of Weighted Integral System on R^n
	徐强
Thesis Advisor	赵培浩
	2012-05-19
Degree Grantor	兰州大学
Place of Conferral	兰州
Degree Name	硕士
Keyword	移动平面方法 Kelvin变换极值原理积分方程组正解
Abstract	本文讨论了Rn<上标!>上加权积分方程组在次临界条件及某些可积条件下，对称正解的不存在性，我们在证明中，成功运用了Kelvin变换和基于极值原理的移动平面方法。
Other Abstract	In this paper, we consider that the weighted system of integral equations on Rn<上标!>in subcritical case under some integrability conditions, does not possess radial positive solutions. In the proof, the Kelvin transform skill and moving plane methods are employed successfully.
URL	查看原文
Language	中文
Document Type	学位论文
Identifier	https://ir.lzu.edu.cn/handle/262010/225665
Collection	数学与统计学院
Recommended Citation GB/T 7714	徐强. R^n上一类加权积分方程组对称正解的不存在性[D]. 兰州. 兰州大学,2012.

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