One of the ending frames from my video about the Hopf fibration.

Another way of slicing the 3-sphere; also from my video about the Hopf fibration.

Fibers showing the 12 cores for rings of dodecahedra making up the 120-cell. The view shown here is looking straight down the z-axis. I don't have a poster-size version of this one, so you'll have to use the Sage source to output a high-resolution version.

This is one of the frames from a video by Ihechukwu Chinyere about the modular fibration .

The periodic table of finite simple groups, by Ivan Andrus; he announced and explained it on this blog post .

This is a very large image (256 Megapixels = .25 Gigapixels; file is 17MB). It's a fractal arising from iterating powers of the complex cosine -- different colors indicate different amounts of periodicity. It's an open question whether the coral-colored region in the middle ("period 1") is precisely a cardioid. I wrote about it on a mathoverflow question which has some partial answers, but I would really like to know more about it!

This calendar from 1988 is one from the early days of computer-generated math pictures, and shows 12 minimal surfaces. Unfortunately I don't have any higher resolution than this, and I've lost or forgotten the original source.

The info pages from the 1988 calendar!