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Posted on May 22, 2014 by Kenneth Udut Leave a comment

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some ancestor places and
Maze solving experiment. cool. instead of blob detector I did a “connected set” detector. Close enough. If you’re in the maze it might be confusing though even if the wall is painted for you.
Isn’t a maze, a fractal? I wondered this morning. It is. Percolation = solution path. Both are spongy too. Squish, fractal, squishy maze. A Random Walk Through Fractal Dimensions, Brian H Kaye is first image source. Also I think blob detector will solve maze? cool
“Isn’t a maze, a fractal?” I wondered. Searched. Found mention of “maze” and “fractal” in a book “A random walk through fractal dimensions” by Brian H. Kaye, 1994 : 5.6 Percolating Pathways And Scaling Properties If we take the simulated paint film of 0.5 PVC shown in Figure 5.36(d), we can amuse ourselves by considering it to be a maze through which we must find our way from one side to the other of the paint film. Our success at penetrating the maze will depend on how large a gap we require to be able to go through elements of the maze. ————- YES, yes it is! I was thinking of the squishiness factor of fractals, that they’re all sponges. This takes a lightning bolt or a “sand falling through rocks” approach” or “water flowing through sand” approach, which works too. Percolating. Percolator. Oh! If kernel size… hm — Can I use a BLOB DETECTOR to solve a maze? I bet I can. One thing at a time though. Curiosity solved. Also learned: Fractals can fall under: Natural sciences and mathematics > Mathematics > Trigonometry; topology > Solution of spheric triangles which is the Dewey Decimal (DDC) 514.74 for that book on LibraryThing.
I’m usually on most of them. P

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