Newton Basins for another cubic

Another cubic polynomial. The roots are close to the last cubic polynomial. You can see that the lozenge has become less symmetrical and more interesting.


x in [-0.16333333,0.17000000] ;
y in [-0.15666667,0.17666667].

Click at a point in the image to magnify it by a factor of

This is an image of the Newton Basins for a polynomial with the 3 roots

x1 = y1 = m1 =
x2 = y2 = m2 =
x3 = y3 = m3 =

The image is pixels wide by pixels high.

Newtons method is applied up to iterations per pixel.

Each basin is colored a single color or in shades.

Load the image on its own page
Up to the introduction
Back to the examples


David E. Joyce