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The results show that the frequency characteristic corresponds with vortex structures; the detail and approximate characteristics of signal are reflected by wavelet coefficient at different scales; the coefficient map of continuous wavelet transformation reveals the self-similarity of the signal.

采用傅里叶变换和小波变换技术,实现了混合层密度脉动信号的频谱与多分辨率分析,结果表明:信号的频域特性与流场的涡结构相对应,不同层面的离散小波系数反映了不同尺度下信号与图像的细节和平滑近似特征,连续小波变换系数图定性的反映了信号的自相似特征。

And the effects of length of data N to the approximate entropy of chaotic system isalso analyzed.All these are accomplished by examining several time series produced by a surperposition of white noise and noise-free data.It uses the discrete system logistic map and continuous system Lorenz attractoras the examples.

以Logistic方程描述的离散系统和Lorenz方程描述的连续系统为例,采用白噪声和无噪声信号以不同的信噪比混迭而成数据的方法,分析了相同数据长度N,不同信噪比下,混沌系统近似熵的变化;相同信噪比,不同数据长度对系统近似熵的影响。

In processing high sampling data system, discrete time model using delta operator approaches corresponding continuous time model, and the results also tends to the corresponding ones of its continuous counterpart.

在处理高速采样过程时,Delta算子离散模型接近于原来的连续模型,所得结果也趋近于连续模型的相应结果,较好地解决了传统的移位算子方法在高速采样时引起的数值不稳定问题。

First,an optimal filtering operator on the continuous fractional Fourier domain is provided according to the orthogonality principle about the linear minimum mean square error estimation,and then,a discrete algorithm of the filtering operator is further proposed.

首先由线性最小均方误差估计的正交条件出发,得到了连续分数阶傅立叶域上的等效Wiener滤波算子的求解方法;在此基础上,进一步给出了滤波算子的离散化算法。

We design proper data structure for the model, which consists of discrete part and continuous part.

我们为仿真模型设计了合适的数据结构,其中包括连续部分和离散部分。

The text introduces the probability of random events and issues of counter-examples; discrete random variables related to the distribution and continuous random variable distribution of counter-examples; independence and related issues in the Phase capacitive on the counter-examples; number of characteristics of the random variable The counter-examples of; parameters estimates and assumptions in the anti-testing case of problems.

该文主要介绍了随机事件及其概率问题中的反例;有关离散型随机变量分布和连续型随机变量分布中的反例问题;独立性与相关性相容性问题中的反例介绍;有关随机变量数字特征的反例探讨;有关参数估计与假设检验中的反例问题。

And then the approach is extended to continuous random variable. The optimal rule of general group decision-making is drawn by the new approach, which turns out to be a generalized weighted majority rule. The weight allocated to a decision-maker should be equal to the information quantity he provides.

鉴于Boltzmann—Shannon熵难以直接用来度量群体决策中信息的变动情况,我们提出了一种对离散随机变量的新的信息度量方法,证明了该信息函数仍然满足等状态时信息量最小这一性质;随后将其推广到了连续随机变量。

As to the risk model with random premium rate, we concerned with discrete random variable, continuous random variable and general random variable. We derive the formula of ruin probability, the extreme during the total duration of negative surplus and the joint distribution of the surplus immediately before ruin and the deficit at ruin.

对于保费率为随机变量的一类风险模型,本文就离散的随机变量、连续的随机变量、一般的随机变量三个方面进行讨论,运用概率方法和风险理论的方法推导出破产概率、末离前最大盈余分布、破产前瞬时盈余与破产赤字的联合分布等精算量分布的一般公式。

The faults of pipelines were separately treated in discrete random variable and continuous random variable using the probability analysis method and choosing the reasonably different probability models based on the fault statistics data of pressure pipelines extracted from random inspection, and the fracture failure probability of pressure pipelines was calculated using the fracture failure risk analysis system for pressure piping system containing defects.

以抽检得到的压力管线缺陷统计数据为依据,采用概率分析方法,通过合理选取不同概率模型,将缺陷分别按离散型及连续型随机变量进行处理,应用在役压力管道失效风险分析系统计算出管线的断裂失效概率。

As total number of outcomes increases, the sample average of discrete outcomes converges to the probabilistic mean and the sample deviation of discrete outcomes converges to the probabilistic standard divination of continuous random variable.

当出现或试验或取样数量足够的多,则离散随机数值之取样平均值及取样标准差也会收敛为机率平均值及标准差。

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