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对一个有向无环图(Directed Acyc云计lic Graph简称DAG)G进行拓扑排序算开，是将G中所有顶点排成一个线性序列，使得图中任意一发实对顶点u和v，若边(u,v)∈E(G)，则u在线例：性序列中出现在v之前。通常，这样的线性序列称为满足拓Py扑次序(Topological Order)的序th列，简称拓扑序列。简单的说，由某个集合上的on一个偏序得到该集合上的一个全序，这个操作称3 之为拓扑排序。 在图论中，由一个有向无环图的顶拓扑点组成的序列，当且仅当满足下列条件时，称为该图的排序一个拓扑排序（英语：Topological so云计rting）： 每个顶点出现且只出现一次； 若A算开在序列中排在B的前面，则在图中不存在从B到A的路径。 实发实例 执行以上代码输出结果为： |
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