Newton/Julia Fractal (1803)
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f(z) = z*(1+(1/2)*(1-z)-(1/8)*(1-z)^2+(1/16)*(1-z)^3)-(-.3096195+.6500214*i)
Newton/Julia Fractal (1804)
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Infinite Douady's Lapins
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f(z) = z*(1+(1/2)*(1-z)-(1/8)*(1-z)^2+(1/16)*(1-z)^3)+(1.120049-.21290868*i)
Newton/Julia Fractal (1805)
f(z) = z*(1+(1/2)*(1-z)-(1/8)*(1-z)^2+(1/16)*(1-z)^3)+(1.120049-.21290868)
Newton/Julia Fractal (1806)
f(z) = (z^3-1.02*z-1/2)/((-0.09+i)*z^2+1)
Sonate K3198
Newton/Julia Fractal (1807)=(167)
f(z) = (z^3-1.02*z-1/2)/((-0.07+i)*z^2+1)
Newton/Julia Fractal (1808)
f(z) = (z^5-1/2)/((0.082+i)*z^4+1)
Newton/Julia Fractal (1809)
f(z) = (z^5-1/2*(1+i))/((0.082+i)*z^4+1)
Newton/Julia Fractal (1810)
f(z) = (z^5-z^3/10-1/2*(1+i))/((0.03+i)*z^4+1)
Newton/Julia Fractal (1811)
f(z) = (z^5-z^3/10-1/2*(1+i))/((-0.082+i)*z^4+1)
Newton/Julia Fractal (1812)
f(z) = (z^5-z^3/10-1/2*(1+i))/((-0.002+i)*z^4+1)