离散周期系统多重正解的存在性

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Existence of Multiplicity of Nonnegative Solutionsto Discrete Periodic Systems

ZHANG Lijuan

College of Mathematics, Baicheng Normal University, Baicheng 137000, Jilin Province, China

Received:2012-12-06 Online:2013-09-26 Published:2013-09-17
Contact: ZHANG Lijuan E-mail:lijuanzhang4221@126.com

Abstract

Abstract:

The author devoted to establish the multiplicity of nonnegative solutions to singular discrete perriodic systems. The existence of the solution was obtained using a nonlinear alternative of LeraySchauder and the Krasnoselskii fixed point theorem in cones. It was proved that such a problem has a nonnegative solutions under some reasonable conditions and nonlinear singular.

Key words: discrete periodic systems, positive solution, Krasnoselskii fixed point theorem in cones, existence

CLC Number:

O175.8

ZHANG Lijuan. Existence of Multiplicity of Nonnegative Solutionsto Discrete Periodic Systems[J].Journal of Jilin University Science Edition, 2013, 51(05): 859-862.

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Existence of Multiplicity of Nonnegative Solutionsto Discrete Periodic Systems

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