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SHE Yan1, LUO Yu cheng2
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Abstract: The present paper deals with the antiperiodic problems for (2n+1)-order ordinary differential equation. Under certain assumpations, we presented some results about the existence and uniqueness of antiperiodicsolutions for (2n+1)-order ordinary differential equations using the to pological degree theory.
Key words: (2n+1)-order odinary differential equation, an tiperiodic solutions, topological degree theory
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SHE Yan, LUO Yu cheng. Antiperiodic Solutions for (2n+1)Order OrdinaryDifferential Equations[J].J4, 2009, 47(01): 34-36.
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URL: http://xuebao.jlu.edu.cn/lxb/EN/
http://xuebao.jlu.edu.cn/lxb/EN/Y2009/V47/I01/34
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