(k,n- k)共轭边值问题正解的连通分支(英文) 被引量：1

Global Continua of Positive Solutions of (k, n-k) Conjugate Boundary Value Problems

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摘要讨论了 (k,n- k)共轭边值问题 .在适当的非线性项零点假设下 ,得到了多正解的存在性 ,给出了正解的全局连通分支 . Nonlinear (k, n-k) conjugate boundary value problems is considered in this paper. For it, the global continua of positive solutions are studied and the existence results on multiple positive solutions are established.

作者王建国戚仕硕

机构地区山东省教育学院数学系郑州大学数学系

出处《应用泛函分析学报》 CSCD 2003年第3期220-230,共11页 Acta Analysis Functionalis Applicata

关键词共轭边值问题正解全局连通分支存在性 conjugate boundary value problem positive soluti ons connected component

分类号 O175.8 [理学—数学]

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同被引文献2

1KONG Lingbin, WANG Junyu. The Green's function for ( k, n- k) conjugate boundary value problems and its applications[J]. J Math Anal Appl, 2001, 255:404-422. 被引量：1
2ELOE P W, HENDERSON J. Singular nonlinear ( k, n - k) conjugate boundary value problems[ J ]. J Differential Equations, 1997, 133 : 136-151. 被引量：1

引证文献1

1王建国,高庆龄.奇性(k,n-k)共轭边值问题解的存在惟一性[J].山东大学学报（理学版）,2008,43(3):43-47.

1王建国.(k,n-k)共轭边值问题正解的全局连通分支[J].山东教育学院学报,2003,18(1):63-66.

应用泛函分析学报

2003年第3期

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(k,n- k)共轭边值问题正解的连通分支(英文) 被引量：1

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