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Correct explanation

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Owen Troke-Billard 2024-09-16 14:03:15 -06:00
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@ -41,8 +41,8 @@ the following image.
### Induced subgraph isomorphism ### Induced subgraph isomorphism
An induced subgraph isomorphism is the same as a subgraph isomorphism except that the subgraph must be induced, meaning An induced subgraph isomorphism is the same as a subgraph isomorphism except that the subgraph must be induced. Edges in
the query and data graphs must have the same edges. the data subgraph must also exist in the query graph.
![induced-subgraph-isomorphism.svg](/images/induced-subgraph-isomorphism.svg) ![induced-subgraph-isomorphism.svg](/images/induced-subgraph-isomorphism.svg)