According to the type of static singular points, the branching of solutions was determined.
根据静态奇异点的类型计算出解分支。
The isolated properties of the zero and singular points for N-regular functions are investigated.
研究了N正则函数的零点和奇点的孤立性，并对它的孤立奇点进行了分类。
The singular points are classified as different values of parameters and some results are obtained.
当各参数取不同值时，对奇点进行了细致的分类，得到了一些有意义的结果。
Under certain conditions some singular points in the two dimensional state correspond to the binary stars.
在一定条件下，二维空间中的某些奇点相应于双星。
Furthermore, we extend the use of DCT, and give a new algorithm on image partition and singular points location.
另外，基于DCT变换提出了新的指纹图像分割算法和奇异点定位算法。
A fingerprint classification method based on singular points and central symmetrical axis is presented and realized.
给出并实现了基于奇异点和指纹中心对称轴的指纹分类方法。
Analyzes singular points of prey-predator system and proves that the system hasn't limit cycle on whole plane surface.
对一类生物系统的奇点进行分析，并证明在整个平面上该系统不存在极限环。
At the same time, the infinite singular points of the biochemical reaction is studied and the globe construction is obtained.
同时对该生化反应系统无穷远奇点的性态进行了分析，得到了全局结构的相图。
When the vector potential function and the differential of the scalar potential function are computed, singular points would occur on TPM.
但在计算矢量位函数和标量位函数的微分过程中，TPM模型将产生奇异点。
Sometimes the outline of a concave revoluted curved surface in axonometric projection would be complicated when there are some singular points on the outline.
在轴测投影中凹回转曲面的外形线可能存在尖点，这就使凹回转曲面的外形线变得复杂。
According to the property of the singular points, we construct a direct methods for Determining the positions of a class of turning simple bifurcation points.
对一类具有转向性质的简单分支点，从方程本身出发，根据奇点的性质，构造出确定奇点位置的直接方法。
The singular points and irregular transient parts of the singular signal often take some important information, which is one of the main characters of a singular signal.
奇异信号中的奇异点及不规则的突变部分经常携带有比较重要的信息 ，它是信号重要的特征之一。
This paper details the singularity analysis of TPM. A method is proposed to deal with all kinds of singular points. It proves the effectivity through an application example.
本文详细分析了TPM模型奇异性问题的产生，并提出了处理奇异点的方法，给出的算例证明了该处理方法的有效性。
Some sufficient conditions are given to support the existence of duck solutions and duck cycles when the singular points of the system are in the small neighbourhood of turning points.
给出了当系统的奇点在破坏点的小邻域时鸭解和鸭极限环存在的充分条件。
The reason of the non-turning point failure is that some nonsingular points of original system are translated to the singular points of the extended Jacobian matrix by the parameterization.
造成非临界点失败的原因是参数化使得原系统中的非奇异点变为系统扩展雅可比矩阵的奇异点。
Conjugate Points. Singular Points. The Diagram.
共轭点，奇异点，图表。
Conjugate Points. Singular Points. The Diagram.
共轭点，奇异点，图表。
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