Well, it looks like this attracted field line DLA algorihtm is going to work. As a first step, here are a series of random walks, with an increasing attracting force for the single seed point in the center. The series of renderings shows how the random walks start to all end up in the center of the image. ;^) This is going to work wrt "accelerated" DLA algorithm.
https://plus.google.com/101799841244447089430/posts/AV67uRrNrSr
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#Fractal #DLA #Cluster #Math #Vector #Field #Attraction
https://plus.google.com/101799841244447089430/posts/AV67uRrNrSr
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#Fractal #DLA #Cluster #Math #Vector #Field #Attraction
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Fractalis
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Try looking up Levy flights...Apr 4, 2016
Chris “M” ThomassonOwner+Roger Bagula
They look kind of similar to me! Thank you. However, IMHO, I think the random field line method is a little different than Levy flights. The field is not using a probability distribution, it is as it is wrt the current number, and properties of the points it computes. Every point in the plane has a vector wrt the field: Its deterministic. The random walk part creates a point at a random location on the plane and chooses a field line originating from it at random, and walks along the selected route. The walk repeats the process until it hits and/or gets "close" enough to the aggregate, which acts as an attractor.Apr 20, 2016
