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#mathart

5 posts5 participants0 posts today

I've been fumbling around with #openprocessing #logics and #colours and made two sketches demonstrating something like logical combination of colours, applying logical operations to the r, g, b values of the colours to be "mixed". I know this is completely useless but it was a funny prgramming exercise...

You can see (and test) the results in the two sketches

Colour VenDetta:

openprocessing.org/sketch/2634

and Colour VennDango:

openprocessing.org/sketch/2635

A new (and improved) visualization of what translation looks like under stereographic projection. This is a line drawing, but looks pleasantly like a rendered reflective sphere.

The occasion is, my online shop is moving soon to a new platform. Relocating the math blog was a chance to freshen up some images.

Another visual refinement to a recent demo: adding seams to the optimized tiling scheme. While it breaks the mosaic illusion to some extent, I think it makes the tile sizing idea much clearer. As before, there's a uniform variant with the same number of tiles for comparison.

Source photo: Mary of Egypt by José de Ribera, in public domain.

The recent stipplings and partitionings reminded me of this demo from about 2 years ago. In short, it's a Hilbert curve where the iteration level varies by the colour value. I wanted to make some small changes, but I ended up rewriting it completely. The shader approach seemed needlessly heavy and redundant for something that works more naturally on a CPU. But mostly it was just a fun exercise in looking at the same problem from a different angle.

The first picture shows the original idea. With the new idea, I wanted to get rid of the slanted lines; the result doesn't feel any better to me, but I guess it's interesting in its own way.

Happy birthday to #mathematician Felix Klein (1849-1925). This is a hand-carved and hand-printed image of the famous mathematical object, the Klein bottle, printed in a gradient of pale yellow-green to darker blue-green on paper 8” by 8” (20.3 cm by 20.3 cm). First described by mathematician Felix Klein in 1882, this object has a single surface, rather like a 3D version of a Möbius strip. 🧵
#linocut #sciart #printmaking #mathart #FelixKlein #histstm #mathematics #maths #reliefPrint #MastoArt