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In chapter 3,the bifurcation theory of topological current is established inthe neighborhoods of limit point,bifurcation point and higher degeneratedpoint respectively.

第三章讨论和建立了拓扑流在极限点,分岔点和高阶退化点的分歧理论。

Nonlinear bifurcation theory and its application in power system.

非线性分歧理论及其在电力系统中的应用。

Liapunov—Schmidt method is one of the most important method in the bifurcation theory.

Liapunov—Schmidt方法是分叉理论的最重要方法之一。

One of the basic problems in bifurcation theory is to understand the way in which horseshoes created.

如何理解smale马蹄的产生是分枝理论的一个基本问题。

Based on the results obtained in the theory of bifurcation of map, this dissertation studies the problems of bifu...

本文在映射分叉理论研究的基础上,广泛地探讨了碰撞振动系统的分叉问题。

It is possible to analyse nonlinear power system stability due to the development of the bifurcation and chaos theory and improvement of numerical techniques.

分叉和混沌理论的发展及现代数值计算技术的进步为电力系统中的稳定问题提供了强有力的分析工具。

The dependences of this model on parameters, as a nonlinear problems, are analyzed by the bifurcation theory.

分歧理论作为研究非线性问题的基本方法,其数值实现在文中作了详细的介绍。

In Chapter 1, a brief reviews of bifurcation theories and chaos theory for flows and maps are presented.

第一章是关于动力系统的局部分支与混沌的预备知识。简要地介绍连续动力系统和离散动力系统的各种局部分支理论,同时对混沌的一些定义、特征及相关的判别方法也给出简要的介绍。

By using bifurcation theory,the authors discussed in detail steady state solutions,stability and attractors of this system.

并使用分叉方法较深入地分析了该系统的定态平衡解与动态解的稳定性与全局吸引子。

This research has combined with bifurcation theory since 1980s.

上世纪80年代以来这一问题的研究已与分支理论相结合。

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Putt your way through 36 fun-filled holes of minigolf on 3D designed courses with elevated greens, bunkers, bridges and water hazards, among other crazy obstacles.

您的推杆方式,通过36个有趣的填孔迷你的三维设计的课程,以提升绿党,掩体,桥梁和水的危害,除其他疯狂的障碍。

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