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网络解释

有向图

与 有向图 相关的网络解释 [注:此内容来源于网络,仅供参考]

digraph

有向图

对于一个图G,若边集E(G)为有向边的集合,则称此图为有向图(digraph),若边集E(G)为无向边的集合,则称此图为无向图(undigraph). 下图a和b分别为一个无向图G 1 和有向图G 2 ,图中每个顶点里的数字或字母为该顶点的符号、编号或关键字,每个图对应的顶点网络的例子(二)图的基本术语

signed digraph

信号有向图,符号有向图

signed digit number system 带符号数制 | signed digraph 信号有向图,符号有向图 | signed exponent 带符号指数

converse digraph

逆有向图

逆 converse | 逆有向图 converse digraph | 逆图 converse graph

directed circuit

有向图

克隆:site-directed mutagenesis | 有向图:directed circuit. | 有向图:Directed graph.

directed graph circuit algorithm

有向图电路算法

有向图 directed graph | 有向图电路算法 directed graph circuit algorithm | 有向逻辑关系 directed logical relation

digraph, directed graph

有向图

有向树|directed tree | 有向图|digraph, directed graph | 有效点|efficient point

Signed Directed Graph

符号有向图

符号定向图:signed directed graph | 符号有向图:Signed Directed Graph | 广义有向图:Generalized directed graph

Regular Directed Graph

正则有向图

图有向递归集:directed graph recursive set | 正则有向图:Regular Directed Graph | 无圈有向图:directed graph without a ring

directed graph undirected graph

有向图 无向图

Difference Manchester 差分曼彻斯特 | directed graph undirected graph 有向图 无向图 | distinguish 辩认区别

KKdirected graph undirected graph

有向图 无向图

KKDifference Manchester 差分曼彻斯特 | KKdirected graph undirected graph 有向图 无向图 | KKdistinguish 辩认区别

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