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Fractal Math, Chaos Theory & Research => Mandelbrot & Julia Set => Topic started by: hgjf2 on February 02, 2014, 09:06:22 AM




Title: new reveales at Cubic Mandelbrot sets
Post by: hgjf2 on February 02, 2014, 09:06:22 AM
At Cubic Mandelbrot set fc(z) = z^3+k*z^2+c , I found that can exist connected twin minibrots with connected textures.
 Two examples if k = -1,0165+1,1034i and k=-1,0165+1,1033i


Title: Re: new reveales at Cubic Mandelbrot sets
Post by: hgjf2 on February 02, 2014, 09:08:50 AM
At Cubic Mandelbrot set fc(z) = z^3+k*z^2+c , I found that can exist connected twin minibrots with filled textures.
 Two examples if k = -1,0165+1,1034i and k=-1,0165+1,1033i

This proof that COMPASSBROT set KIND 2 have and minibrots with filled textures


Title: Re: new reveales at Cubic Mandelbrot sets
Post by: hgjf2 on February 02, 2014, 09:10:25 AM
The images made with FRACTAL EXPLORER.
the downloadible spots: