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1)  Modi-matrix algorithm
摹矩阵算法
2)  modi-matrix
摹矩阵
1.
in the paper we discuss a parallel algorithm to the optimum paths in a multistage directed graph based on the Jar-metric prineiple to compute the modi-matrix chain products.
讨论了在MIMD并行系统上,基于嘉量原理的摹矩阵连摹乘积求多阶段有向图最优路的并行算法。
2.
Using the multi-stage decision optimization method of the modi-matrix,the swing-up control of the inverted pendulum is expressed for a problem of multi-stage decision of minimum time.
利用摹矩阵的多阶段决策寻优方法,将倒立摆的摆起控制表示为一个求最短时间的多阶段决策问题。
3.
The modi-matrix method of solving the shortest path can be used to solve the optimal problems of a discrete control system.
解决最短路优化问题的摹矩阵方法可用于解决一类离散控制系统的最优控制问题。
3)  matrix algorithm
矩阵算法
1.
Study on protecting and monitoring system of combined switch based on MAS and matrix algorithm;
基于MAS和矩阵算法的组合开关保护测控系统的研究
2.
An optimization matrix algorithm is presented based on analysis of typical methods.
矩阵算法是求解不含负回路的网络中所有顶点对之间最短路的有效算法之一,但当节点比较多时,计算的矩阵多,重复计算量大,降低了计算效率。
3.
This paper introduces the concepts and types of location-allocation model, and probes into how to determine the position of service facilities in the network environment by using the matrix algorithm.
介绍了区位配置模型的概念与类型,运用矩阵算法,探讨了在网络环境中如何确定服务设施的位置。
4)  matrix algorithms
矩阵算法
1.
It also found the minimum cutset of the fault tree with matrix algorithms.
综合分析了影响联合站仪器仪表可靠性的主要因素,建立了联合站仪器仪表失效故障树,并运用矩阵算法求出了故障树的最小割集,确定了主要失效形式,并提出了提高联合站仪器仪表可靠性的措施。
2.
In this paper,the correctness in theory of the matrix algorithms has been proved by matrix as tool,induction of four definitions,giving three theorems and two corollaries derived from theorems under the condition of polynomials multiplications and polynomials division which can or cannot be divided exactly.
目的研究多项式乘、除法的矩阵算法。
5)  the algorithm matrix
算法矩阵
6)  matrix pencil algorithm
矩阵束算法
1.
In order to describe the characteristic of the transient response from the electromagnetic pulse coupling through aperture,the measured discrete transient response date with noise are represented as the matrices and then decomposed and constructed the matrix pencil,which are based on the Singularity Expansion Method(SEM) and the matrix pencil algorithm.
为了描述电磁脉冲孔耦合瞬态响应特征,基于奇点展开法(SEM)和矩阵束算法,将含有噪声的离散瞬态响应数据表示成矩阵的形式,并分解构造矩阵束,通过奇异值分解(SVD)和广义最小二乘法来进行参数估计,建立了提取电磁脉冲孔耦合瞬态响应极点及留数的模型,进行了仿真和重构实测响应波形。
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