Doodling - it helps lots of us to think, but this video proves there is more to space filling fractal curves than meets the eye.
Fractals - don't you just love em.
But it can sometimes be a pain to have to pull out the Mandelbrot viewer or write some code just to explore a self-similar curve. So let's settle back and enjoy a few minutes with Vi Hart who seems to have a fascination with, and a knack of drawing, fractal squiggles as a way of learning more math in class than listening to the lecturer ever would.
The subtitle to this video is; "How to draw squiggles like a Hilbert" - raises the very interesting question of did Hilbert doodle and if so is that how he invented the space-filling Hilbert curve?
Your next mission is to find a way to make the Riemann hypothesis understandable and interesting in a five minute video.
Recently a paper reported the information that neural networks seem to have a fundamental problem in recognizing things now we have another twist on the same basic idea. In this case you can construct [ ... ]