任意两极点vivj归于Vvi和vj都是连公例称G连通图

图是一种较线性表和树更文凌乱的数据结构。线性表中。每个元素只需一个直接前驱和直接后继;树形结构中,数据元素之间只需线性联络。数据元素之间有着明显的层次联络;而在图形结构中,节点间的联络是任意的图中任意两个元素也许有关。

图是一种数据结构,加上一种底子操作,就构成了抽象数据类型。  图中的数据元素称为极点  其他还有弧弧尾弧头号底子概念,信赖咱们都了解了此就不赘述了  用n标明图中的极点数目,用e标明边或弧的数目。

对于无向图e取值规划是01/2n-1n有1/2n-1n条边的无向图称为彻底图对于有向图e取值规划是0nn-1具有nn-1条边的有向图称为有向彻底图有很少边的或弧(如n稀少图反之称为稀少图  子图在此也不详细说了内容首要,咱们有必要掌握。

无向图G中,假设从极点v极点v‘有路径,则称v和v‘连通的假设对于图中任意两极点vivj归于Vvi和vj都是连公例称G连通图。所谓连通分量指的无向图中的极大连通子图。  一个连通图的生成树是一个极小连通子图,富含全部图中全部极点,但只需足以构成一棵树的n-1条边。

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