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一类超线性退缩椭圆型方程的无穷多正解
Infinite Positive Solutions to A Class of Ultralinear Degenerate Elliptical Equations
【摘要】 研究了一类超线性退缩椭圆型方程超临界增长边界条件的Neumann问题,主要利用了“偶泛函临界点定理”和著名的“Ekeland变分原理”等证明该问题存在无穷多正解。
【Abstract】 This paper studies the Neumann problem of the supercritical increased boundary conditions for a class of ultralinear degenerate elliptical equations,where "critical point theorem of even functions",and "famous Ekeland variational principle" are used to demonstrate that there are infinite positive solutions to the problem.
【关键词】 超线性;
超临界增长;
退缩椭圆型方程;
正解;
【Key words】 ultralinear; supercritical increase; degenerate Elliptical equation; positive solution;
【Key words】 ultralinear; supercritical increase; degenerate Elliptical equation; positive solution;
- 【文献出处】 重庆工学院学报 ,Journal of Chongqing Institute of Technology , 编辑部邮箱 ,2006年08期
- 【分类号】O175.25
- 【被引频次】2
- 【下载频次】22