Newton/Julia Fractal (1487)
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Root finding at z1 (right red curve) = 2.44, z2 = - 0.20 - 1.065*i, and z3(left-handed Helix) = 1.324 + 3.10*i.
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Left-handed spiral root z3 = 1.28 + 1.20*i.
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Dedrimeric Tree Spiral
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f(z) = z - ((z-1)^3/3+z*Re(z)-1)/(2/25*z^2+10*z-2)
Sonate K2641
Sonate K2642
Newton/Julia Fractal (1488)
f(z) = z - ((z-1)^3/3+z*Im(z)-1)/(2/25*z^2+10*z-2)
Sonate K2644
Newton/Julia Fractal (1489)
f(z) = z - ((z-1)^3+z*Re(z)-1/3)/(2/25*z^2+10*z-2)
Sonate K2646
Newton/Julia Fractal (1490)
f(z) = z - ((z-1)^3+z*Im(z)-1/3)/(2/25*z^2+10*z-2)
Sonate K2648
Newton/Julia Fractal (1491)
f(z) = z - ((z-1)^3+z*Re(z)+z/3-1)/(2/25*z^2+10*z-2)
Sonate K2650
Sonate K2651
Newton/Julia Fractal (1492)
f(z) = z - ((z-2/3)^3+z*Re(z)+z-1/3)/(2/25*z^2+10*z-2)
Newton/Julia Fractal (1493)
f(z) = z - ((z-3/4)^3+z*Re(z)+z-1/3)/(2/25*z^2+10*z-2)
Newton/Julia Fractal (1494)
f(z) = z - ((z-3/4*i)^3+z*Re(z)+z-1/3)/(2/25*z^2+10*z-2)
Sonate K2655
Newton/Julia Fractal (1495)
f(z) = z - ((z-3/4)^3+z*Re(z)+z-i)/(2/25*z^2+10*z-2)
Newton/Julia Fractal (1496)
f(z) = z - ((z-3/4)^3+Re(z)*z+z-0.05*i)/(2/25*z^2+10*z-2)
Newton/Julia Fractal (1497)
f(z) = z - ((z-1)^3+z*SIN(z)+z-1)/(2/25*z^2+3*COS(z)*z-2)
Sonate K2659
Newton/Julia Fractal (1498)
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f(z) = z - ((z-1)^3+Re(z)*SINH(z)+z-1)/(2/25*z^2+3*COSH(z)*z-2)
Sonate K2661