What are the uses of graphs that can be considered non-obvious. For many graph examples, it is very clear for people who knows even a little about graph that it can be represented as a graph, like route/map/networks related problems. But I know many non-obvious application exist, for example to calculate the shortest steps to win in some games. Are there other examples of graph problems in disguise?
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closed as not constructive by Karl Bielefeldt, Thomas Owens♦ Jan 30 at 17:06
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The core data structure of the git source code management system is a directed acyclical graph. |
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