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periodic function相关的网络例句

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与 periodic function 相关的网络例句 [注:此内容来源于网络,仅供参考]

The paper decides to set out from the angle of the nonparametric function periodic model.

透过非参数函数周期模型的序列特徵萃取的特性来进行周期性序列的分群。

The periodic correlation function and aperiodic correlation function are discussed in this thesis.

本文讨论了序列的周期相关函数和非周期相关函数,归纳总结了部分周期相关函数的概念及性质,与此相对应给出了部分非周期相关函数的概念。

The partial periodic correlation functions are summarized, and the notion partial aperiodic correlation function is brought forward correspondingly.

这两个概念在研究序列的随机性时常被忽略且很模糊,但它们却对序列的局部随机性有很重要的影响。

Research emphasis is put on thefollowing aspects:First,study of multiwavelet basis(e.g.periodic vector,interpolation vector,multi-dimensional vector)suitable for different practical demands.Second,from perspective of operatorapproximation order,study of normal function approximation operator,contrast and comparison ofwavelet operator and multiwavelet operator and their respective applicable fields.And further,onbasis of the above,exploration of approaches of multiwavelet analysis application in function spacetheoretical research,and higher-lever,more convenient approaches for multi-function spaceapproximation theoretical research.Third,by fully employing unique features of multiwavelet,research action of multiwavelet analysis in the construction of L〓space non-conditionalbasis.Fourth,research such as transient signal analysis,image edge extraction,datacompression,fractal signal analysis.

其一,研究适宜于不同实际问题需要的向量小波基(如周期向量小波、插值向量小波、高维向量小波等);其二,从算子逼近阶的角度研究一般函数逼近算子、小波算子和向量小波算子的异同点以及较优适用领域;在此基础上,探索将向量小波分析应用于函数空间理论研究的途径,寻找更高层次、更便捷地研究多元函数空间逼近理论的方法;其三,充分利用向量小波所独具的完美性质,探索在〓空间〓无条件基的构造中,向量小波分析的价值;其四,对向量小波适用的信号瞬态分析、图像边缘分析、数据压缩保真、分形信号分析等领域应给予特别的重视。

The solution of the equation and the period of the particle motion for a non-pertubated system are expressed exactly by means of Jacobian elliptic function and the 1-st kind elliptic integral.Melnikov function of the rotated periodic orbit is constructed,and also bifurcation of the system is analyzed by the method.

利用Jacobian椭圆函数和椭圆积分给出了系统的解和粒子运动周期,用Melnikov方法构造了旋转型周期轨道的Melnikov函数,并用这个方法分析了系统的局部分叉性质。

Consider symmetry of periodic area we get the symmetry transform group, act the eigenvector of self-cognation operator on the node bases element function, a series of orthogonal function is constructed.

找出一般周期空间的对称变换群,并将已知的有限元的单元基函数转化为节点基函数,将变换群的特征子空间作用有限元的节点基函数得出一系列的正交有限元函数。

The changes of rural periodic market take place under the condition of Chinese transformation of social structure and transition of economic system, in which the gradual improvement of agricultural commercialization in rural society promoted the development of various professional markets, and the function of periodic market tends to simplification.

乡村集市这些变化,是在中国社会结构转型和经济体制转轨的大背景下发生的,在这一过程中,乡村社会农业商品化的程度逐步提高,促进了各类专业市场的发展,集市的功能趋于单一化。

By means of the undetermined coefficient method ,which is submitted in reference for solving nonlinear wave equations for their peaked soliton solutions ,three kinds of peaked soliton solutions are obtained for two important nonlinear wave equations— Korteweg-de Vries equation and Benjamin-Bona-Mahonyequation,respectively. One kind of peaked compacton solution ,which has the characteristics of both peaked soliton solution and compacton solution ,is obtained for above two equations with the aid of transformation relation between triangle function and hyperbolic function,. By use of above solutions, two kinds of periodic peaked traveling wave solutions are constructed.

摘 要:利用文献中提出的求非线性波方程尖峰孤子解的方法,分别求解了两个重要的非线性波方程—Korteweg-de Vries 方程和Benjamin-Bona-Mahony BBM)方程,得到了3类尖峰孤子解;借助双曲函数与三角函数间的变换关系得到了1类尖峰紧孤子解,该型解兼有尖峰孤子解和紧孤子解的特点;在上述结果的基础上构造了2个周期性的尖峰行波解。

The elements of each sequence in odd-periodic perfect almost binary sequence pair are "1" or "-1" with exception of a single zero element, and odd-periodic perfect almost binary sequence pair possess a perfect odd-autocorrelation function.

奇周期最佳几乎二进序列偶中2个序列中均有一个元素为"0"元素,其他元素取值均为"+1"或"-1",并且其奇周期自相关函数为单值脉冲函数。

In this paper, We study the spectral counting function for one dimensional p-Laplace operator. We prove the existence of a two term Weyl-type asymptotic with mixed and periodic boundary-value conditions. This is the generalization of Laplace operator with mixed and periodic boundary-value conditions.

本文研究一维p-Laplace算子谱点的计数函数,在混合边值及周期边值条件下得到一个精确到第二项的Weyl型渐近式,它是Laplace算子在这两种边值条件下的推广。

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