拉格朗日系统的奇性周期解
Odd Periodic Solutions of Lagragian Systems
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摘要: 利用直接变分法,证明了一类具有双偶的次二次或有界位势的拉格朗日系统的奇性周期解的存在性。Abstract: Direct varitional method is employed to prove the existence of odd periodic solutions for Lagrangian systems with Bi even subquadratic or bounded potentials.
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