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SOLVABILITY FOR m-POINT BOUNDARY VALUE PROBLEM AT RESONANCE WITH ONE-DIMENSIONAL p-LAPLACIAN

SOLVABILITY FOR m-POINT BOUNDARY VALUE PROBLEM AT RESONANCE WITH ONE-DIMENSIONAL p-LAPLACIAN
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摘要 By using Mawhin＇s continuation theorem, the existence of solution for a class of m-point boundary value problem at resonance with one-dimensional p-Laplacian is obtained. An example is given to demonstrate the main result of the paper. By using Mawhin＇s continuation theorem, the existence of solution for a class of m-point boundary value problem at resonance with one-dimensional p-Laplacian is obtained. An example is given to demonstrate the main result of the paper.
作者 Shen Chunfang Yang Liu Liu Xiping
机构地区 Dept. of Math. College of Science
出处 《Annals of Differential Equations》 2007年第2期188-198,共11页 微分方程年刊（英文版）
基金 The work is sponsored by Youth Project Foundation of Anhui Educational Dept.(2007jqL101,2007jqL102) Natural Science Foundation of Anhui Educational Dept.(kj2007b055).
关键词 boundary value problem one-dimensional p-Laplacian reso-nance coincidence degree boundary value problem one-dimensional p-Laplacian reso-nance coincidence degree
分类号 O175.8 [理学—基础数学]
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参考文献10

  • 1V.A.Il‘in,and E.I.Moiseev.Nonlocal boundary value problem of the first kind for a Sturm-Liouville operator in its differential and finite difference aspects[].Differential and Integral Equations.1987
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Annals of Differential Equations
2007年 第2期

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