I’ve always been fascinated by fractal geometry and the idea of an infinitely repeating pattern that continues within itself indefinitely. In his well-known paper “How Long Is the Coast of Britain? Statistical Self-Similarity and Fractional Dimension“, mathematician Benoit Mandelbrot developed the coastline paradox, which basically says that the length of the coastline of Britain can’t be accurately measured, because you can always look closer and closer, and measure every minute fractal detail. I always found that to be an incredibly interesting concept that resonated with me.
I’ve always loved fractal art too, and have posted some of my own previous abstract fractal forms I’ve worked on. Lately, I’ve been really interested in geometry in my design work – incorporating ordered, structured ratios into it – and have been looking to try incorporating these same principles into my personal art. With that in mind, here’s a few geometric fractal images I’ve been working on. These were created poster-sized (24″w x 36″h) in Adobe Illustrator, with post-processing in Photoshop for fine-tuning the color, texture, contrast, and detailing.

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