Subgraph
# Definition
Let $G$ be a Directed Graph (Undirected Graph). Then $G’$ is a Subgraph of $G$ if $V(G’) \subset V(G)$ and $E(G’) \subset E(G)$.
Search
Let $G$ be a Directed Graph (Undirected Graph). Then $G’$ is a Subgraph of $G$ if $V(G’) \subset V(G)$ and $E(G’) \subset E(G)$.