首页> 外文OA文献 >On the Hamiltonian structures of the second and the fourth Painleve hierarchies, and the degenerate Garnier systems(Algebraic, Analytic and Geometric Aspects of Complex Differential Equations and their Deformations. Painleve Hierarchies)

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On the Hamiltonian structures of the second and the fourth Painleve hierarchies, and the degenerate Garnier systems(Algebraic, Analytic and Geometric Aspects of Complex Differential Equations and their Deformations. Painleve Hierarchies)

机译：关于第二和第四个Painleve层次结构的汉密尔顿结构，以及退化的Garnier系统（复微分方程的代数，解析和几何方面及其形变。Painleve层次结构）

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KOIKE Tatsuya;
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年度 2007
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1. WKB analysis of higher order Painleve' equations with a large parameter - Local reduction of 0-parameter solutions for Painleve' hierarchies (P-J) (J = I, II-1 or II-2) [J] . Kawai T, Takei Y Advances in Mathematics . 2006,第2期

机译：具有大参数的高阶Painleve方程的WKB分析-Painleve层次结构（P-J）的0参数解的局部约简（J = I，II-1或II-2）
2. Solutions of the Fourth-Order Equation in the Generalized Hierarchy of the Second Painleve Equation [J] . Gromak V. I. Differential equations: A translation of differensial'nye uraveniya . 2019,第3期

机译：第二痛苦方程的广义等级中的四阶方程的解决方案
3. BACKLUND TRANSFORMATIONS AND SOLUTION HIERARCHIES FOR THE FOURTH PAINLEVE EQUATION [J] . Bassom AP., Hicks AC., Clarkson PA. Studies in Applied Mathematics . 1995,第1期

机译：第四级方程的背景变换和求解层次
4. On Rational Solutions of the Fourth Painleve Equation and Its Hamiltonian [C] . P. A. Clarkson Workshop on Group Theory and Numerical Analysis . 2005

机译：第四次痛苦方程的合理解决方案及其哈密尔顿
5. Learning in dynamic hierarchical network structures in complex systems: A study on the effect of learning in improving resilience in large scale social networks. [D] . Kobti, Ziad. 2004

机译：复杂系统中动态分层网络结构中的学习：学习在提高大型社交网络的弹性中的作用。
6. Mastering algebra retrains the visual system to perceive hierarchical structure in equations [O] . Tyler Marghetis, David Landy, Robert L. Goldstone 2016

机译：掌握代数可重新训练视觉系统以感知方程式中的层次结构
7. ASYMPTOTIC SOLUTIONS OF A DEGENERATE GARNIER SYSTEM OF THE FIRST PAINLEVE TYPE(Algebraic, Analytic and Geometric Aspects of Complex Differential Equations and their Deformations. Painleve Hierarchies) [O] . SHIMOMURA SHUN 2007

机译：第一个泛型简并伽尼尔系统的渐近解（复微分方程的代数，解析和几何方面及其形变。Painleve层次结构）
8. Systematics of Strongly Self-Dominant Higher Order Differential Equations Based on the Painleve Analysis of Their Singularities [R] . King, R. B. 1985

机译：基于奇异性的painleve分析的强自然高阶微分方程系统

On the Hamiltonian structures of the second and the fourth Painleve hierarchies, and the degenerate Garnier systems(Algebraic, Analytic and Geometric Aspects of Complex Differential Equations and their Deformations. Painleve Hierarchies)

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