1) self-affine
自仿射
1.
This paper proposed a method to implement fractal dimension estimation based on the self-affine property of signals.
基于序列分形自仿射特性,提出一种实现一维信号分形维数估计的方法。
2.
Based on the fractal structure of strange attractor and self-affine property of time series, a method is proposed for predicting chaotic time series.
从混沌与分形的关系出发,基于奇怪吸引子的分形结构和时间序列的自仿射特性,提出了一种混沌时间序列的预测方法。
3.
A fractal object is self-affine instead of self-similar if it has different scaling property in different direction.
当分形体在不同方向的标度规律不同时，它就是自仿射而不是自相似。
2) self affine
自仿射
1.
In this paper, the self affine iterated function system (IFS) model of ship radiated noise is established according to the continuos, non derivative and non stationary characteristics of the temporal signal of ship radiated noise.
本文根据舰船辐射噪声具有连续不可导和非平稳的特性，建立了分段自仿射ＩＦＳ（ＩｔｅｒａｔｅｄＦｕｎｃｔｉｏｎＳｙｓｔｅｍ迭代函数系统）模型。
2.
It is argued that,taking into account the anisotropy distribution of final state particles in the phase space,the local fluctuations of multiplicity in high energy multiparticle production are self affine rather than self similar.
通过讨论高能多重产生中末态粒子在相空间中的各向异性分布，论述了局域多重数起伏应是自仿射而不是自相似，ＮＡ２２和ＮＡ２７实验组的实验结果肯定了这一结论。
3) self-affine set
自仿射集
1.
This paper proposes the feasibility of fractional geometry being used in the pattern design,to which the self-affine set can be mainly used.
讨论了分形几何在图案设计中应用的可能性，着重讨论了自仿射集在图案设计中的应用。
2.
The Packing measure of a King of the self-affine sets of three-Dimension Euclidean Space is discussed.
讨论三维欧氏空间上的一类自仿射集的填充测度 ,对(t) =tθ,(t) =tθ|logt|及更一般的情况 ,证明了填充测度P[K(T ,D) ]为无穷或有限的条
4) Multi-fractionality
自仿射性
5) self-affine fractal
自仿射分形
1.
Using the self-affine fractal of two-dimensional phase space and Monte Carlo simulation, the dependence of the factorial moments and the factorial correlations on the multiplicity relative strength of fluctuation are studied for non-fixing multiplicity.
利用二维相空间自仿射分形的随机级联α模型，采用蒙特卡罗模拟的方法，研究了阶乘矩、粒子数关联矩在不固定多重数下，对应于多重数相对起伏强度ｎｆ的依赖关系，得到：阶乘矩、粒子数关联矩依赖于多重数相对起伏ｎｆ，但间歇指数一般不依赖于ｎｆ，当ｎｆ较小时这种依赖性得以消除。
2.
In this paper, one-dimensional projection of two-dimensional self-affine phase space which has three kinds self-affine fractal are analytically studied.
本文对二维自仿射相空间的三种自仿射分形的一维投影做了解析研究，得到了不同分形对应下的一维投影的α模型。
6) sub-self-affine set
子自仿射集
1.
The Hausdorff dimension of sub-self-affine sets;
子自仿射集的Hausdorff维数
2.
Let S1,S2,…,Sn be contracting affine transformations on R , a compact set Eof R is called sub - self - affine, if In this paper, we consider theHausdorff dimension of sub-self-affine sets under certain conditions.
设S_1,S_2,…,S_N是上的N个仿射压缩映射,若的紧子集满足,则称E为子自仿射集。
补充资料：仿射形变
分子式：
CAS号：
性质：物体形变的一种特定形式。这时物体内部的体元或微观结构的形变和物体外形的变化是相似的。例如形变后物体在坐标系x，y，z轴方向的拉伸比分别为λx，λy和λz，则物体内连接任两点的矢量在x，y，z轴上的分量在形变后也变化了λx，λy和λz倍。这个仿射形变曾用来描述橡胶分子链末端距矢量的变化。
CAS号：
性质：物体形变的一种特定形式。这时物体内部的体元或微观结构的形变和物体外形的变化是相似的。例如形变后物体在坐标系x，y，z轴方向的拉伸比分别为λx，λy和λz，则物体内连接任两点的矢量在x，y，z轴上的分量在形变后也变化了λx，λy和λz倍。这个仿射形变曾用来描述橡胶分子链末端距矢量的变化。
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