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Fracttal Geometry What The Heck? Instructions |
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Chaos Crystals Dynamic § |
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3h_four Cells Cosz Expz Jul_m_mg Julia Mandel Newtexpz Sinz Magmag |
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FractalGrams Moiré MorphIFS Parity PolyIFS Squares Turmite Timgerman Twist |
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A Fractal Geometry Screensaver
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Dynamic
§ Jul_m_mg Fractal Art
Screensaver
§ Jul_m_mg - Jul_m_mg is a homotopy of Julia sets for pow(z,2)+c and the renormalization transformation (model II) from the Beauty of Fractals.
A homotopy is described as: H(z) = t*g(z) + (1-t)*h(z) where g(z) and h(z) are polynomials, z is real or complex, and t is between 0 and 1. When t=0, g(z) is on and h(z) is off, when t=1, g(z) is off and h(z) is turned on. Intermediate values of t yield fractal structures that are somewhere between g(z) and h(z). T is adjusted automatically by the program to be a random number between zero and one.
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Sunshower Systems Inc. & Tim L. Helmer
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