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Another alternative is to try a non-hierarchical binning approach. Use euclidian distances as a means of measuring distances between your grid, bin your distances in terms of distance between your important grids. Select the bin with the least travel cost, hopefully meaning it is optimized. You could use successive series of nodes to organize your moevments and help cut down on travel costs

Just do a web search on non-hierarchical analysis...

MadraghRua
yet another biologist hacking perl....


In reply to Re: Graph Traversal by MadraghRua
in thread Graph Traversal by lhoward

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    [erix]: do you mean: 'it can be done simpler', or 'it won't work' ?
    [choroba]: I wouldn't want to maintain it in the current form
    [erix]: ok, but mainainability comes after it has been made to work :)
    [erix]: maybe I should have cobbled together a more simple example
    [erix]: the main question is whether repeating groups get captured. I thought they did but it looks they do not.
    [erix]: or they probably get overwritten when the repeating is done

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