1) discrete-time convolution
离散时间卷积
2) discrete convolution
离散卷积
1.
Simulated study of realizing discrete convolution and discrete correlation by using fast fourier transform;
离散卷积和相关运算的快速傅立叶仿真研究
2.
On the basis of the discrete convolution method (DOM), a modified discrete convolution method (MDOM) is proposed by zeroizing the Frobenius norm of the iterative matrix.
该文在将离散卷积法(DCM)公式化的基础上,通过修改迭代矩阵,使其Frobenius范数趋于零,得到一种新的迭代矩阵,形成了修正离散卷积法。
3.
This papers introduces an algorithm for calculating the linear discrete convolution with FFT.
介绍一种利用快速傅里叶变换计算线性离散卷积的算法,给出了此算法的原理、数学模型、实现方法以及进一步减少计算量的措施等,仿真表明此算法与一般算法相比,在运算量方面优点明显。
3) discrete time integrators
离散时间积分器
1.
In this paper, the frequency characteristics of four kinds of Euler mapped discrete time integrators are analysed theoretically and the operation conditions of these mapping are also indicated.
从理论上分析了四种欧拉映射离散时间积分器的频域特性和这四种映射的适用条件 ,得出一些对综合开关电容和开关电流滤波器有指导意义的结
4) the discrete convolution
离散卷积分
1.
This essay uses the discrete convolution having the Toeplitz matrix characteristics to prolongate it to cyclic Toeplitz matrix and then multiplying it with the prolongated surveying data vectors.
本文利用离散卷积分具有Toeplitz矩阵的性质,将其拓展为循环Toeplitz与拓展观测数据矢量的乘积,利用循环Toeplitz的Fourier表示,实现离散卷积分的快速算法。
5) discrete-time
离散时间
1.
The analysis of discrete-time queueing system with batch arrival;
批量到达的离散时间排队系统
2.
On the observability of discrete-time fuzzy-state control systems;
离散时间模糊状态控制系统的可观性分析
3.
A discrete-time warm-fund maintainable system composed of two types of components with priority
有优先权两部件离散时间温贮备可修系统
6) discrete time
离散时间
1.
Dynamic measurable disturbance decoupling for discrete time singular nonlinear systems;
离散时间奇异系统的可测扰动解耦
2.
Analyzes a model of wireless mult services communication system with gated service in discrete time.
在离散时间状态下对Geom(N ,1) /Geom(g) / 1系统 ,采用嵌入马尔可夫链理论和概率母函数的方法进行了分析 ,推导出了系统N个一般级对列和高优先级队列的平均排队队
3.
By taking into consideration the discrete time renewal risk model under constant interest rate,this paper obtained recursive algorithm finite-time non-ruin probability,and infinite-time non-ruin probability and its upper bound.
考虑了常利率离散时间更新风险模型,导出了有限时间不破产概率的递推表达式和最终生存概率的递推表达式,并利用鞅方法得到了最终破产概率的上界估计。
补充资料：离散
分散不能团聚（多指亲属）：家人～。
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