Re: Could Mandel/Julia be quantized?
- From: "Akira Bergman" <akirab@xxxxxxxxxx>
- Date: Tue, 31 Jan 2006 07:32:57 +1100
Thanks Julius.
You are the man.
I am in fact after an analytical approach.
Like they do in Quantum Field Theory.
Are you aware of any that is not a trade secret?
This analytical quantization would take the following into consideration;
1. Analytical locality information in the Mandel Set's black area.
By this I mean the local topological information like how curved the space
inside is.
That is, how quickly Julia Sets get deformed in two directions.
2. What is happening at the boundary of Mandel?
3. Is it necessary to distort the space inside so that when the inside of
Mandel is quantized, we get something like the sunflower look, with Julia
Sets appearing like tiles?
<Jules.Ruis@xxxxxxxxxxx> wrote in message
news:1138639840.778515.62490@xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
> See my program Fractal Imaginator (Fi) internetsite:
> www.fractal.org/Julius-Ruis-Gallery/Index-Gallery.htm
>
> With kind regards,
> www.fractal.org
> Jules Ruis.
>
.
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