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I am going out on a limb and speculating that these stable sets of conditions correspond to Julia sets by some mathematical relationship and that the underlying
by big-green-man 2y ago
I am going out on a limb and speculating that these stable sets of conditions correspond to Julia sets by some mathematical relationship and that the underlying fundamental principle is the same.
https://en.m.wikipedia.org/wiki/Julia_set https://en.m.wikipedia.org/wiki/Julia_set
- m3047 2y agoThe Mandelbrot and Julia sets are the outcomes of specified functions and have a relationship with each other. But yeah I would speculate that something similar, in the way that a Mandelbrot set is self-similar, would be observed in at least some circumstances. Gave you a vote for that. Edit: reading the article I can see that Julia sets are defined separately from the Mandelbrot set and the corresponding Julia set(s) are an example. So maybe you're right. I'm not really a mathematician, I just use math to get stuff done.