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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
An induced subgraph isomorphism is the same as a subgraph isomorphism except that the subgraph must be induced, meaning
the query and data graphs must have the same edges.
An induced subgraph isomorphism is the same as a subgraph isomorphism except that the subgraph must be induced. Edges in
the data subgraph must also exist in the query graph.
![induced-subgraph-isomorphism.svg](/images/induced-subgraph-isomorphism.svg)