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SOME RESULTS ON THE MINIMAL PERIOD PROBLEM OF NONCONVEX SECOND ORDER HAMILTONIAN SYSTEMS
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作者 FEIGUIHUA WANGTIXIANG 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 1999年第1期83-92,共10页
The authors study the existence of periodic solutions with prescribed minimal period for su-perquadratic and asymptotically linear autonomous second order Hamiltonian systems withoutany convexity assumption. Using the... The authors study the existence of periodic solutions with prescribed minimal period for su-perquadratic and asymptotically linear autonomous second order Hamiltonian systems withoutany convexity assumption. Using the variational methods, an estimate on the minimal periodof the corresponding nonconstant periodic solution of the above-mentioned system is obtained. 展开更多
关键词 Minimal period solutions Second order Hamiltonian systems iterationinequality Variational method
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