Periodic Solutions for Second Order Systems at Resonance

Tang Chunlei; Department of Mathematics; Southwest Normal University; Chongqing 400715; China

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Periodic Solutions for Second Order Systems at Resonance

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The existence and multiplicity results are obtained for periodic solutions of second ordersystems at resonance with unbounded nonlinearity. The proofs rely on the minimax methods andan interesting integral inequality.

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《数学学报（英文版）》 |1998年第4期|433-440|共8页
作者
Tang Chunlei; Department of Mathematics; Southwest Normal University; Chongqing 400715; China;
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原文格式 PDF
正文语种 chi
中图分类数学;
关键词
Periodic; solution; Resonance; Critical; point; The; (PS); condition; The; saddle; point; theorem; The; generalized; mountain; pass; theorem;

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Periodic Solutions for Second Order Systems at Resonance

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