The Beauty of Roots (2011)

It impresses me to no end that Greg Egan, a talented science fiction writer [1], finds time to contribute to mathematical curiosities like this! I suppose it keeps him sharp, given that his novels often involve a lot of heavy math.

[1] http://en.wikipedia.org/wiki/Greg_Egan

I often regret not having made more efforts to study Maths when I was younger.

I see the joy of being drawn into these fun explorations and I regret that these were not used in class to entice kids into wanting to go beyond dry textbooks that focused on theory and never tied the material being taught with anything remotely exciting.

Previous discussion at https://news.ycombinator.com/item?id=980043 about an older version of the page with some different info, http://math.ucr.edu/home/baez/week285.html

I can't help but think that the reason some of those holes have serrated edges is due to the problems representing the actual numbers with floats. I can't say for sure, it's really just a hunch. The patterns are fascinating either way.

Reminds me of www.oftenpaper.net/sierpinski.htm

Seeing something spectacular like this really makes me feel that life is too short. Beautiful!

For some reason, I read this as "The Beauty of Robots".