Newton/Julia Fractal (1734)
f(z) = z^3*(z-(1.971917+0.333982*i))/(1-conj(1.971917+0.333982*i)*z)+0.001/z
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f(z) = z^3*(z-(1.971917+0.333982*i))/(1-conj(1.971917+0.333982*i)*z) by Dr.Antonio Garijo group.Clik here to view.
Sonate K3103
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Newton/Julia Fractal (1735)
f(z) = z^3*(z-(-0.87+2.05333*i))/(1-conj(-0.87+2.05333*i)*z)+0.001/z
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Function by Dr.Antonio Garijo group + 0.001/z.
Sonate K3104
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Newton/Julia Fractal (1736)
f(z) = z^3*(z-(4+0*i))/(1-conj(4+0*i)*z)+0.001/z
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Newton/Julia Fractal (1737)
f(z) = z^3*(z-(4+0*i))/(1-conj(4+0*i)*z)+0.1/z
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Newton/Julia Fractal (1738)
f(z) = z^3+0.04*z+0.002/z
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Sonate K3108 Interface Pattern
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Sonate K3109 Inversion Pattern
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Newton/Julia Fractal (1739)
f(z) = TAN(z^5+(0.005-0.005*i))/(z^4+0.001*i)
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Sonate K3111
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Newton/Julia Fractal (1739-2)
f(z) = (z^5+0.005-0.005*i)/tan(z^4+0.001*i)
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Newton/Julia Fractal (1740)
f(z) = TAN(z^5+0.001-0.001*i)/(z^4+0.001*i)
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Sonate K3113
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Newton/Julia Fractal (1740-2)
f(z) = (z^5+0.001-0.001*i)/TAN(z^4+0.001*i)
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Newton/Julia Fractal (1740-3)
f(z) = tanh(z^5+0.001-0.001*i)/(z^4+0.00
1*i)
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Newton/Julia Fractal (1741)
f(z) = Sin(z^5+0.001-0.001*i)/(z^4+0.001*i)
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Newton/Julia Fractal (1742)
f(z) = TAN(z^5+0.001-0.001*i)/(z^4+0.005*i)
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Sonate K3116
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Newton/Julia Fractal (1743)
f(z) = sin((z^5+0.001-0.001*i)/(z^4+0.001*i))
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