- 连接矩阵
- 邻接矩阵
- 邻接行列
- 相邻矩阵
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adjacency matrix中文什么意思
例句与用法
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- Although the adjacency matrix was a storage structure of finite automaton in common use , it was not proper to store all kinds of finite automata
摘要尽管邻接矩阵是有穷自动机的一种常用存储方法，但是，邻接矩阵并不适合存储所有类型的有穷自动机。 - With the construction of adjacency matrices that can effectively describe an arbitrary topological graph , the eigenvectors of the same eigenvalue of the two matrices are calculated respectively and the possible isomorphic correspondences are established on the basis of their maximum impertinent groups
摘要在构建有效描述任意图邻接矩阵的基础上，分别计算2个矩阵的特征值所对应的特征向量，并依据它们的极大无关组寻找可能的同构对应关系。 - On the basis of symbolization links and kinematic pairs , defines link - pair relating matrix and pair - pair adjacency matrix that can portray its structure properties , and then designs strategy and arithmetic of structure analysis intelligentized and establishes their models and software ' s framework
本文以常用级机构为对象，分析其运动学结构组成，在符号化其构件和运动副的基础上，定义反映其结构特征信息的杆副关联矩阵和副副邻接矩阵。然后设计机构结构智能化分析的策略与算法，构建相应的模型及其软件系统的结构。 - The key process of the algorithm , called nodes transforming to arcs , is based on the calculation loads of coupling nodes and arcs loads from the loads of switch nodes . getting the area of coupling nodes is the most important process in nodes transforming to arcs . this paper presents a new method ， which uses the adjacency matrix of distribution network and the information matrix of
变结构耗散网络是一种新的配电网自动化算法，由配电网开关顶点负荷求弧负荷和耦合顶点负荷的点弧变换是整个算法中确定配电网馈线故障区域的基础，而进行点弧变换的关键就在于分离耦合点区域。 - Based on the novel representation method of kinematic chains , which can be carried out by computer easily , namely the synthetic degrees sequence and the canonical adjacency matrix , and vc + + 6 . 0 software , a practical software has been developed in this paper which can automatically draw the topological graphs of kinematic chains and create their characteristic representations
摘要基于提出的运动链的新的并且易于计算机自动生成的描述方式，即合成度序列和规范邻接矩阵，利用vc + + 6 . 0面向对象的程序设计方法，开发出了运动链拓扑图的绘图及其特征描述自动生成软件。
百科释义
In mathematics and computer science, an adjacency matrix is a means of representing which vertices (or nodes) of a graph are adjacent to which other vertices. Another matrix representation for a graph is the incidence matrix.
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