1) recurrent map
回复映射
1.
Based on establishing the recurrent map by the method introduced in [2],a criterion for the asymptotic stability of homoclinic cycles to a saddle-focus in R3 is given.
文章在可定义回复映射的条件下,按照Wiggins在文献[2]中介绍的构造Poincaré映射的方法,给出了空间系统鞍焦点同宿环在其部分邻域中是渐近稳定或不稳定的判据。
2) Return map
回归映射
1.
This paper presented an improved return map based approach of hybrid differential chaos shift keying (DCSK), which combines conventional DCSK with the return map based non-coherent detection chaos shift keying (CSK).
将基于回归映射的非相干解调的混沌键控(CSK)与现有的差分混沌键控(DCSK)相结合,提出一种改进的基于回归映射的H-DCSK通信方案。
3) return mapping
返回映射
1.
The backward Euler method and the return mapping method were used for stress updating.
按照Le-maitre有效应力的概念,采用Kachanov损伤演化方程,推导了耦合损伤的粘塑性流动方程和随动硬化方程,使用返回映射和向后欧拉方法实现应力更新,并在有限元软件ANSYS的接口程序UMAT中嵌入用户程序。
4) complex mapping family
复映射族
1.
This paper gives the definition of the complex mapping family f(Z)=aZ2+ti; draws its attractor image as NIFS; explains that the contractive factor is not a constant and relates to iteration point; figures out the condition of complex mapping fami.
笔者给出了复映射族f(Z)=aZ2+ti的定义,绘制出其作为非线性IFS 的吸引子图像;说明了映射压缩因子不是一个常数,而与迭代点有关;求出了复映射族构成IFS 的条件为迭代初始点在所有映射所形成的填充Julia 集的交集内,讨论了初始点选取与生成的迭代吸引子的关系。
5) complex mapping
复映射
1.
Some hyperbolic components of complex mapping P_(m,λ);
复映射P_(m,λ)的几个双曲分量
2.
?A new method,periodclassification algorithm,to get a better graphic of Julia sets of complex mapping z-2+c was given.
给出了周期点分类构造Julia集的算法,克服用逃逸时间算法和反函数迭代法构造复映射族f(z,c)=z-2+cJulia集收敛不均匀的问题·研究了z-2+c不同参数对应Julia集的拓扑结构的演变规律,发现了不同性质的周期芽苞的点对应的Julia集的不同属性,给出了通过Julia集判断参数类型和通过参数位置预知Julia集拓扑结构的方法·提出了关于Julia集的连通性的一个猜想,并用大量计算机实验支持了这一猜想
3.
According to the switched mapping,the method constructing the generalized Mandelbrot and Julia combination sets was elaborated,and a series of the generalized Mandelbrot and Julia combination sets from complex mapping z←z w+c(w∈C) were constructed.
基于开关复映射 ,阐述了广义Mandelbrot和Julia组合集 (简称广义M和J组合集 )的构造方法 ,并构造出一系列复映射z←zw+c(w∈C)的广义M和J组合集·通过分析广义M集和J集的构造算法 ,阐述了广义M集和J集的结构特点·在此基础上描述了广义M和J组合集的结构特征 ,并给出了广义M和J组合集的裂变原因
6) compound mapping
复合映射
1.
It mainly discusses the existence and uniqueness of common fixed point of compound mappings on two different complete Menger PM-spaces,and discusses the convergence of the iterative squence,it has given some theorems and corollaries.
主要讨论两个不同的完备M enger PM-空间上复合映射的公共不动点存在性及唯一性,并讨论了迭代收敛问题,给出了几个相关定理和推论。
补充资料：回复
回复
recovery
即回复突变。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条