Definition

Given two graphs $G_{1}$ and $G_{2}$ , if $G_{2}$ contains a Subgraph that is isomorphic to $G_{1}$ . $\exists G_{2}^{'} \subset G_{2} s.t. G_{1} ≅ G_{2}^{'}$ where $≅$ means Graph Isomorphic.

Then $G_{2}$ is subgraph isomorphic to $G_{1}$

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Subgraph Isomorphism

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