This year, Occupy Math is presenting ornaments made with a recursive fractal method. As this is the seventh collection, we provide links for the earlier sets as well, below the fold. This holiday season is coming as we try to wind down the pandemic and endure the climate emergency. Do what you can about these planetary disasters, but also remember that the duties of charity and kindness lie on you as strongly as they ever have.
Pretty Pictures
Image of the Week #282
A complex part of the conjugated 9th order Mandelbrot set.
Image of the Week #281
A recursive fractal, adjusted to have bright colors.
Image of the Week #280
A conjugate Newton’s method fractal — a rain of flowers.
Image of the Week #279
Something bright and cheerful from the Newton’s method catalog, to counteract the rainy October weather.
Image of the Week #278
A rainbow palette cubic Mandelbrot view, in case you were color-deficient!
Image of the Week #277
This is a complex spiral from inside the quintic Mandelbrot set.
Image of the Week #276
This week, a very busy Newton’s method fractal.
Image of the Week #275
A view into a Newton’s method fractal with the character of a layered egg.
Image of the Week #274
This is a view in the 353-Mandelbrot set. This sort of spike does not appear in the standard Mandelbrot sets.
Occupy Math 