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So if we have two musical artists A and B, this finds the shortest path from A and B between artists. That is, imagine a graph with nodes corresponding to musical artists and edges corresponding to a "similarity" relation (with weights -- lower weights <==> similar artists). This finds the shortest path between A and B! Kind of. It's a bit trickier than that, but that's the basic intuition. The "similarity" metric is given to us from last.fm (which uses User Library co-occurrence, among other things).
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A toy to find the shortest path between two artists (probably through other artists)
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