Newton/Julia Fractal (1936)
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Newton/Julia Fractal (1937)
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f(z) = z^3*(z-(2.5977+0.098453*i))/(1-conj(2.59776+0.0984532*i)*z)
f(z) = z^3*(z-(2.5977+0.298*i))/(1-conj(2.59776+0.2984*i)*z)
Newton/Julia Fractal (1937-b)
f(z) = z^5+z^3/(z-0.1)+z^2/(z^2+4*z+0.1)
Newton/Julia Fractal (1937-c) ⇔ (181)
f(z) = z^5+z^3/(z-0.1)+z^2/(z^2+4*z+0.1)+0.099
Newton/Julia Fractal (1937-d)
f(z) = z^5+z^3/(z-0.1)+z^2/(z^2+4*z+0.1)+(.1565337+0.011*i)
Newton/Julia Fractal (1938)
f(z) = z^3*(z-(3.5977+0.298*i))/(1-conj(3.59776+0.2984*i)*z)
Newton/Julia Fractal (1939)
f(z) = z^3*(z-(1.32+1.50*i))/(1-conj(1.32+1.50*i)*z)
Newton/Julia Fractal (1940)
f(z) = z^3*(z-(3.35+0.00*i))/(1-conj(3.35+0.00*i)*z)
Newton/Julia Fractal (1941)
f(z) = z^3*(z-(5.00+0.0035*i))/(1-conj(5.00+0.0035*i)*z)
Newton/Julia Fractal (1942)
f(z) = z^3*(z-(5.00+0.035*i))/(1-conj(5.00+0.035*i)*z)
Newton/Julia Fractal (1943)
f(z) = z^3*(z-(4.95-0.035*i))/(1-conj(4.95-0.035*i)*z)
Newton/Julia Fractal (1944)
f(z) = (0.5512138+0.323999892*i)/(z^2+1)+i
Newton/Julia Fractal (1945)
f(z) = (0.5012138+0.323999892*i)/(z^2+1)+i
Newton/Julia Fractal (1946)
f(z) = 1.3*z-2*SIN(z)+0.5
Newton/Julia Fractal (1947)
f(z) = z+(-0.140287+0.8417267)*SIN(z)+0.1
Newton/Julia Fractal (1948)
f(z) = z+(.1636691+1.0000E-7)*SIN(z)+0.17
Mandel Map of f(z) = z+c*SIN(z)+0.17 at c = .1636691+1.0000E-7
Newton/Julia Fractal (1949)
f(z) = z^2+(0.117+0.01*i)/z^2-(0.117+0.01*i)