As mentioned in previous threads, and attempted through a frm and par file; I'm also interested in the application of Fractals to the classical representations of Nature. In particular the solution of non linear differential equations. At the inception of Fractint, there was the discrete representation of differential equations; the Lorenz attractor being one of these. Has this progressed; is there accompanying documentation ?
Hmm, are you referring to fractal compression? https://en.m.wikipedia.org/wiki/Fractal_compression On June 23, 2023 7:06:36 PM HST, Edward Montague <sciwiseg@gmail.com> wrote:
As mentioned in previous threads, and attempted through a frm and par file; I'm also interested in the application of Fractals to the classical representations of Nature.
In particular the solution of non linear differential equations. At the inception of Fractint, there was the discrete representation of differential equations; the Lorenz attractor being one of these.
Has this progressed; is there accompanying documentation ? _______________________________________________ Fractint mailing list -- fractint@mailman.xmission.com To unsubscribe send an email to fractint-leave@mailman.xmission.com
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Maybe the answer is in there; somewhere. However I was seeking a more direct route : 1. Differential equation 2. Discrete representation 3. Appropriate Fracint iteration
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