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Fast Diffusion in Multi-Degree-of-Freedom Hamiltonian Systems with Saddle-Centers(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)

机译：具有鞍中心的多自由度哈密顿系统中的快速扩散（复杂渐近分析的新趋势和应用：围绕动态系统，可加性，连续分数）

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Yagasaki Kazuyuki;
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年度 2006
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1. Numerical evidence of fast diffusion in a three-degree-of-freedom Hamiltonian system with a saddle-center [J] . Yagasaki K. Physics Letters, A . 2002,第1a2期

机译：具有鞍中心的三自由度哈密顿系统中快速扩散的数值证据
2. Optimal extended homotopy analysis method for Multi-Degree-of-Freedom nonlinear dynamical systems and its application [J] . Qian Y. H., Zhang Y. F. Structural Engineering and Mechanics . 2017,第1期

机译：多自由度非线性动力学系统的最佳扩展同伦分析方法及其应用
3. Extended homotopy analysis method for multi-degree-of-freedom non-autonomous nonlinear dynamical systems and its application [J] . Zhang W., Qian Y.H., Lai S.K. Acta Mechanica . 2012,第12期

机译：多自由度非自治非线性动力系统的扩展同伦分析方法及其应用
4. Diffusion in stochastically perturbed Hamiltonian systems with applications to the recent LHC dynamic aperture experiments [C] . Armando Bazzani, Onofrio Mazzarisi, Massimo Giovannozzi, Nonlinear Optics and Collective Effects Workshop . 2019

机译：随机扰动Hamiltonian系统的扩散，具有应用于最近的LHC动态孔径实验
5. Multiple periodic solutions for nonautonomous asymptotically linear Hamiltonian systems. [D] . Wang, Chengwen. 2000

机译：非自治渐近线性哈密顿系统的多个周期解。
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. Complex dynamics and quantum tunneling in the presence of chaos(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions) [O] . Shudo Akira 2006

机译：混沌存在下的复杂动力学和量子隧穿（复杂渐近分析的新趋势和应用：围绕动力学系统，可加性，连续分数）
8. Review of Some Matrix Continued-Fraction Descriptions and Their Applications to the Stability of Multivariable Control Systems [R] . Shieh, L. S., Tsay, Y. T., Barnett, S. 1985

机译：一些矩阵连续分数描述及其在多变量控制系统稳定性中的应用

Fast Diffusion in Multi-Degree-of-Freedom Hamiltonian Systems with Saddle-Centers(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)

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