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Estimates on the minimal period for periodic solutions of nonlinear second order Hamiltonian systems

机译：非线性二阶哈密顿系统周期解最小周期的估计

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In this paper, we prove a sharper estimate on the minimal period for periodic solutions of autonomous second order Hamiltonian systems under precisely Rabinowitz' superquadratic condition. (author). 20 refs, 1 fig. (Atomindex citation 26:038537)

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作者
Yiming Long;
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作者单位

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年度 1994
页码 1-11
总页数 11
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Hamiltonians; Functionals; Nonlinear Problems; Oscillations; Potentials;

机译：哈密顿量;泛函;非线性问题;振动;势;

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专利

1. Minimal period estimates on P-symmetric periodic solutions of first-order mild superquadratic Hamiltonian systems [J] . Xiaofei ZHANG, Chungen LIU Frontiers of mathematics in China . 2021,第1期

机译：一阶温和豪华汉密尔顿系统对称定期解的最小期限估计
2. Minimal Period Estimates of Periodic Solutions for Superquadratic Hamiltonian Systems [J] . Guihua Fei, Soon-Kyu Kim, Tixiang Wang Journal of Mathematical Analysis and Applications . 1999,第1期

机译：超二次哈密顿系统周期解的最小周期估计
3. On the minimal period for periodic solutions problem of nonlinear hamiltonian systems [J] . Long Yiming Chinese Annals of Mathematics. Series B . 1997,第4期

机译：非线性哈密顿系统周期解问题的最小周期
4. The generalized shooting arc-length method for periodic solutions and the corresponding periods of nonlinear dynamical systems [C] . Dexin Li, Jianxue Xu ASME International Mechanical Engineering Congress and Exposition . 2001

机译：定期解决方案的广义拍摄弧长方法及非线性动力系统相应的
5. Periodic solutions of Hamiltonian systems and minimal period problem. [D] . Fei, Guihua. 1999

机译：哈密顿系统的周期解和最小周期问题。
6. Periodic Solutions of Asymptotically Linear Autonomous Hamiltonian Systems with Resonance [O] . Anna Gołȩbiewska -1

机译：具有共振的渐近线性自治哈密顿系统的周期解
7. Minimal Period Estimates of Periodic Solutions for Superquadratic Hamiltonian Systems [O] . Fei Guihua, Kim Soon-Kyu, Wang Tixiang 1999

机译：超二次哈密顿系统周期解的最小周期估计
8. Periodic Solutions of Hamiltonian Systems of Prescribed Period [R] . Benci, V., Capozzi, A., Fortunato, D. 1983

机译：Hamilton系统规则周期的周期解

Estimates on the minimal period for periodic solutions of nonlinear second order Hamiltonian systems

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