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| Hi, I've a question concerning the similarity between let's say topological data. In particular I'm working with directed graphs that I want to compare to each other. I would like to get something like a score of their similarity, e.g. two identical graphs have a score of 0.0 and two random graphs have a score of 1.0. I know that this problem also evolves in comparing chemical structures. I've found an equation like the following: score = number-of-identical-nodes - p*(fragments-1) where 'p' is a freely chosen coefficient and which obviously produces a higher score for identical graphs (that would be ok, too). Now the problem is, that my graphs do have fragments on their own, so that those fragments schould be part of the equation. I tried to add the two graphs' average number of fragments and so on, but that didn't really work. Does anybody have an idea or pointer for me? Thank you in advance! p.s.: Sorry, long message... |
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| chemical , graphs , score , similarity , structures |
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