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Author Topic: quantum mechanics of fractal potential wells.  (Read 808 times)
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kram1032
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« on: October 30, 2012, 09:25:04 AM »

Instead of potentially wondering how quantum-mechanics might apply to fractals, there is actual research on this topic, as found here:
P-adic QM (Wiki)
Note, there are lots of references to more information on this topic, like, for instance:
Michael Berry's publications, for instance the so called "Diffractals (pdf)" - Waves that have encountered fractals and thus interfered in fractal ways on all scales.
I encourage searching through the references for further info beyond Wikipedia.
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jehovajah
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« Reply #1 on: October 30, 2012, 05:36:59 PM »

Righto, Kram. Will give it a shot! grin
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Alef
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« Reply #2 on: November 11, 2012, 05:40:42 PM »

Could it be created real 3D mandelbrot set on p-adic numbers? Or on adele ring?
Well, it seems not so, even I realy don't understand this concept an I'm not a matematician, but could there be some new fractals based on this?
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kram1032
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« Reply #3 on: November 11, 2012, 10:44:06 PM »

I'm fairly sure (but I'm not an expert either, obviously), that you gotta have a complete limit set description of the set...
Stuff like the usual cantor set, where you end up with a very predictable pattern for the numbers in the set and \mathbb{R}^n-Analogues of it, like the sierpinski carpets, sponges, etc.
I could easily be wrong though.
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