Newton/Julia Fractal (987)
f(z) = z - (z^5/0.8+i)/(z^3+42*?(?(z^2))+z+1)
Sonate K1483
Newton/Julia Fractal (988)
f(z) = z - (z^5/0.8+i)/(z^3+42*?(z^2)+z+1)
Sonate K1485
Newton/Julia Fractal (989)
f(z) = z - (1+z^2+z^4)/(z^3+42*z^2+z+1)
Sonate K1487
By Wolframalpha
Newton/Julia Fractal (990)
f(z) = z - (1+z^2+z^4)/(z^3+42*?(z^2)+z+1)
Newton/Julia Fractal (991)
f(z) = z - (1+z^2+z^4)/(z^3+42*?(?(z^2))+z+1) Coupe du Diable
Sonate K1490
Computer Switching
Newton/Julia Fractal (992)
f(z) = z - (1+z^2+z^4)/(z^3+42*?(?(z^2))+7*z+1) Ailes de l'ange
Sonate K1492
Sonate K1493 Sainte Croix
Sonate K1494
Newton/Julia Fractal (993)
f(z) = z - (1+z^2+z^4)/(z^3+42*?(?*z^2))+z+1)
Sonate K1496
Sonate K1497
Sonate K1498
Sonate K1499
Newton/Julia Fractal (994)⇔(989)
f(z) = z - (1+z^2+z^4)/(z^3+42*z^2+7*z+1)
Sonate K1501
Sonate K1502 Super Ancien Avion
Newton/Julia Fractal (995)
f(z) = z - (1+z^2+z^4)/(z^3+42*?(?(z^2))+7*z+1)
Sonate K1504
Newton/Julia Fractal (996)
f(z) = z - (-1-z^2+z^4)/(z^3+42*?(?(z^2))+z+1)
We wish to dedicate N/J(996) to Giuseppe Sammartini, Sonate per Flauto e Basso Continuo.
By WolframAlpha
Newton/Julia Fractal (996)
f(z) = z = z - (-1-z^2+z^4)/(z^3+42*?(?(z^2))+7*z+1)