最后利用所得到的规范形和普适开折讨论了非线性动力系统的余维3退化分叉。
Finally we use obtained normal form and universal unfolding to discuss codimension 3 degenerate bifurcations of nonlinear dynamical system.
本文讨论黎曼流形里一般余维的常数平均曲率的子流形为全脐子流形的充要条件。
In this paper, we get a necessary and sufficient condition for a generalcodimensional submanifold with constant mean curvature in a Riemannian mani-fold to be a totally umbilical submanifold.
最简规范形在分析高余维非线性系统分岔及稳定性等动力学特性方面具有重要的研究价值。
The simplest normal form (SNF) plays an important role in researching into the dynamical characteristic of high co-dimensional system, such as the bifurcation and stability.
在两个参数平面上研究了系统在余维二分叉点附近的不同区域内平衡点和极限环的稳定性及其个数。
The stabilities of the equilibrium points and limit cycles in different regions of two parameter plane are studied.
高余维子流形是仿射微分几何中难于处理的问题，鉴此，主要研究在余维数为2的情况下，中心仿射微分几何的积分公式。
Multi-condimensional submanifold is a difficultly problem in the study, and this paper investigates the integration formula of centroaffine differential geometry of codimension 2.
利用标识质点跟踪技术，建立了三维拉格朗日余流模型。
The particle track technology is applied to establish the three-dimensional Lagrangian residual current model.
模拟获得了三维潮流水平与垂直分布结构以及若干个潮致余流涡的水平分布状况。
The horizontal and vertical structures of tidal currents were obtained and the inter-tidal Eurlarian residual circulation was analyzed.
本文将二维余推力稳定性分析方法推广到三维边坡稳定性分析计算中。
The stability analysis method of the two-dimensional residual down-sliding force analysis method is used in the analysis and calculation of the three-dimensional slope stability.
在昨天的课程上，余世维着重演讲了企业中层危机的解决之道。
In yesterday's courses, Yu-dimensional focus on the corporate lecture crisis in the middle of the solution.
余论部分，总述韩维诗歌的影响和地位，阐述其诗歌的研究意义和价值。
In the last part, we talk about the influence and position of Han Wei's poetry, and then explain the value of this study.
余世维与郎咸平等并称为“顶级大师”，擅长于战略制定、竞争策略等。
Yu Lang and Hampyeong, such as peacekeeping and known as the "Top Master", Specializes in strategy development, competitive strategy, and so on.
十余年来，在西部塔里木盆地完成10余块三维地震采集项目，均获“优质工程”评价。
Over the past decade, more than ten projects for 3d acquisition in East Tarim basin was appraised as "High Grade project".
今天，施维雅已在中国建立北京、上海、杭州、广州、武汉、济南6个大区，覆盖所有主要城市，在全国范围拥有1000余名员工。
Today Servier is present in all major cities through 6 zones: Beijing, Shanghai, Hangzhou, Guangzhou, Wuhan and Jinan. Our total staff represents more than 1000 employees all over China.
迄今为止，麦克维尔（中国）已经成功组织了七届YEP培训，培训应届毕业生200余名，他们全部经过公司精心挑选，来自全国各大重点院校。
Till now, 7 times YEP has been organized by McQuay which have already recruited and training more than 200 graduates from the universities all over China.
迄今为止，麦克维尔（中国）已经成功组织了七届YEP培训，培训应届毕业生200余名，他们全部经过公司精心挑选，来自全国各大重点院校。
Till now, 7 times YEP has been organized by McQuay which have already recruited and training more than 200 graduates from the universities all over China.
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