6 posts tagged with art and math.
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Mondrian's Toothpicks
Spent the last week executing an idea I had earlier this month: a stained glass piece based on the Toothpick Sequence, a simple mathematical ruleset about line-drawing that generates complicated results. I ended up going with four color scheme for the collection of rectangles and squares, and so: Mondrian's Toothpicks.
Fogleworms: a series of modular linocut prints
I spent the last half of January fixated on a simple mathematical proposition about arranging short twisting lines on a square grid, which I nicknamed "Fogleworms"; the terminus (so far) of that particular obsession is this series of 96 modular linocut prints and their four derived "ghost" prints, each mathematically unique. [more inside]
Art by Josh Millard
I've been painting a lot lately, exploring in particular mathematical themes and especially variations on the Menger sponge. I'm proud of the progress I've made, and have built a simple site to show off my finished work: Art by Josh Millard.
I've also been writing about art process stuff on my blog, e.g. a step-by-step document of the execution of yesterday's new painting, Five Concentric Wireframe Cubes.
I've also been writing about art process stuff on my blog, e.g. a step-by-step document of the execution of yesterday's new painting, Five Concentric Wireframe Cubes.
Painting math on the wall
I spent the last few days hand-painting a couple of fractal images—a Menger sponge and a Cantor set—on the wall of my home office. This is a writeup of how and why I did it, with some bonus thoughts on the weird nature of the fractal series behind the images.
Discussing Dimensions - animations for Sixty Symbols and Numberphile
I have been working with video journalist Brady Haran on a series of hand made animations for science videos. Other videos include:Numbers Confuse Americans, Maths Jokes Explained and Lagrange Points. I'm currently auctioning the drawings used to make the dimensions video here.
Voronoi Monologue series.
Voronoi Monologue is an "infinite series" of drawings based around malformations of voronoi patterns. [more inside]
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