Newton/Julia Fractal (1911)
f(z) = z^2*(z+1)/(z-1)-0.01/z
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Newton/Julia Fractal (1912)
f(z) = z^2*(z+1)/(z-1)-(9.57943E-2-5.9924E-3*i)/z
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Newton/Julia Fractal (1913)
f(z) = z^2*(z+1)/(z-1)-(9.57943E-2)/z
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Mandel Map
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Newton/Julia Fractal (1914)
f(z) = z^2*(z+1)/(z-1)-0.012/z
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Sonate K3343
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Newton/Julia Fractal (1915)
f(z) = z^2*(z+1)/(z-1)-0.013/z
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Sonate K3345
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Newton/Julia Fractal (1916)
f(z) = z^2*(z-(c))/(1-conj(c)*z)+0.99*z
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Newton/Julia Fractal (1917)
f(z) = z^2*(z-(1.0+1.40*i))/(1-conj(1.0+1.40*i)*z)
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Newton/Julia Fractal (1918)
f(z) = z^2*(z-(1.32+1.50*i))/(1-conj(1.32+1.50*i)*z)
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Newton/Julia Fractal (1919)
f(z) = z^2*(z-(1.32-1.50*i))/(1-conj(1.32-1.50*i)*z)
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Newton/Julia Fractal (1920)
f(z) = z^2*(z-(2.12-0.09*i))/(1-conj(2.12-0.09*i)*z)
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Newton/Julia Fractal (1921)
f(z) = z^2*(z-(1.12+0.29*i))/(1-conj(1.12+0.29*i)*z)
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Newton/Julia Fractal (1922)
f(z) = z^2*(z-(1.22+0.29*i))/(1-conj(1.22+0.29*i)*z)
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Newton/Julia Fractal (1923)
f(z) = z^2*(z-(1.22+0.33*i))/(1-conj(1.22+0.33*i)*z)
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