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Newton/Julia Fractals (1813)~(1825)

Newton/Julia Fractal (1813)

f(z) = (z^5-z^3/10-1/2*(1+i))/((-0.005+i)*z^4+1)
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イメージ 1



Newton/Julia Fractal (1814)

f(z) = (z^5-z^3/10-1/2*(1+i))/((-0.03+i)*z^4+1)
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イメージ 2
-6.5 < Re, Im <6.5


Newton/Julia Fractal (1815)

f(z) = (z^5-z^3/10-1/2*(1+i))/((-0.0005+i)*z^4+1)
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イメージ 3



Newton/Julia Fractal (1816)

f(z) = (z^5-1/2)/((0.00075+i)*z^4+1) 
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イメージ 4



Newton/Julia Fractal (1817)

f(z) = (z^3-1.02*z-1/2)/((-0.0016+i)*z^2+1)
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イメージ 5



Newton/Julia Fractal (1818)

f(z) = (z^3-z^2/10-1/2)/((-0.08+i)*z^2+1) 
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イメージ 6



Newton/Julia Fractal (1819)

f(z) = z/2-1/SIN(z^2)+(.1639569-1.79855E-2*i)
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イメージ 7



Newton/Julia Fractal (1820)

f(z) = z = z/2-1/SIN(z^2)+(.1739569-1.79855E-2*i)
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イメージ 8



Newton/Julia Fractal (1821)

f(z) = z/2-1/SIN(z^2)+(-.79576616+.15294249*i)
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イメージ 9



Newton/Julia Fractal (1822)

f(z) = z/2-1/SIN(z^2)+(1.7133883+1.61841110E-4)
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イメージ 10



Sonate K3215
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Sonate K3216
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イメージ 12




Newton/Julia Fractal (1823)

f(z) = 1/(COS(z^3)-z^2/2)
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イメージ 13



Newton/Julia Fractal (1824)

f(z) = (z^7-z^3/10-1/2*(1+i))/((-0.002+i)*z^6+1)
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イメージ 14



Newton/Julia Fractal (1825)

f(z) = (z^7-1/2*(1+i))/((-0.082+i)*z^6+1)
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イメージ 15


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