Following my cherry flower, made using Euclidian constructive geometry, I've now made a wisteria flower.

Learn more about how I've made them here:
https://baillehachepascal.dev/2025/euclide_constructive_geometry.php

#mathart #parametric #surfaces
https://youtu.be/5jbozOyMR_8

Hexagonal tiling with stars, squares and assymmetric kites for #TilingTuesday

maybe ðere's a reason pentagonal dungeon crawlers haven't been invented yet

Tessellation with cairo pentagons and hexagons (regular and lengthened). All pentagons have the same shape, the ones joining as in cairo tessellations have different colour than the ones which not.
#tilingtuesday #tiling #Mathematics #Mathart

Floor tiles, Imperial Citadel of Thăng Long, Hanoi, Vietnam
#Tiling #TilingTuesday #Pattern #Geometry #MathArt #MathsArt #photography

Frame by Frame #Monday #Mandelbrot #MathArt #MondayMotivation

"new" blogpost just dropped 𓅱
https://open.substack.com/pub/uehapetsijque/p/3d-buddhabrot-fractals-and-post-human?r=49v5q1&utm_campaign=post&utm_medium=web

A design with roots in a question at math.stackexchange, and not unrelated to the "Anemone" jewelry design.

https://math.stackexchange.com/questions/4358367

https://diffgeom.com/products/abstract-peony-wall-art-poster
https://diffgeom.com/products/anemone-7-2-pendant-golden

Full Sized Full Length Journey through Pinwheel Maze: https://youtu.be/xmL7QgFrT3M

This is what I was trying to do originally, I wonder what it would look like if I used rigid rods for the edges.
#MathArt #geometry #animation #loop #geogebra #octahedron #cube #3d

#mathart #parametric #surfaces
https://youtu.be/5jbozOyMR_8

I haven't raytraced anything since last October.. and I've been meaning to take POV-Ray for a spin at last. Then came @curved_ruler's recent posts about Li Dequan's strange attractor, and I knew exactly where to begin :) #MathArt

walking through a Pinwheel Maze starting in the lower left corner.

#mathart #parametric #surfaces
https://youtu.be/5jbozOyMR_8

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.

3d / abs(z)^3 + c #buddhabrot