This paper discusses the application of adjacency matrix at the algorithm's analysis for traversing Graph, Minimum cost Spanning Tree, Topological sort and Critical Path.
对邻接矩阵在图的遍历、最小生成树、拓扑排序和关键路径等算法分析上的应用作了一定的探讨。
From the top level data object contained in the graph, all children data objects are reachable by traversing the references from the root data object.
对于包含在数据图中的顶层数据对象，可以从根数据对象开始遍历引用来到达所有子数据对象。
Additionally common graph based algorithms like path-searches are easy to implement by traversing through the graph.
另外，基于如路径-查询(Path - Search)算法的普通图，也易于通过遍历图来实现。
The hierarchical graph is drawn and other researches on fuzzy cluster analysis are made with a computer by traversing the multi -ranched tree.
通过遍历此树，用计算机完成模糊聚类分析中谱系图绘制等多项工作。
The traversing algorithm for the simple graph has been researched for many years and lots of mature algorithms are developed.
简单图遍历算法已经非常成熟，但是还没有完善的冗余拓扑图遍历算法。
The traversing algorithm for the simple graph has been researched for many years and lots of mature algorithms are developed.
简单图遍历算法已经非常成熟，但是还没有完善的冗余拓扑图遍历算法。
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