I’ve not talked about the Mandelbrot set here before. So
here is “The Mandelbrot Set: How It Works and Why It Is Amazing”, by Jimi.
It is a set of numbers c on the complex variable plane for
which f-c(z) = z**2 + c does not diverge when starting at z-0. It is a fractal of self-similarity, which
generates amazing shapes with cardioid edges that seem to grow like plants.
This mathematical beauty seems to point to how life would
evolve in an organic soup. It’s very existence seems fundamental almost to
consciousness and reproduction.
This is a relative short video, but there are much longer ones
on YouTube which we can come back to later.
No comments:
Post a Comment