A relaxing guitar instrumental and fractal art animation. Moving mathematical art, created using a directed graph iterated function system (DGIFS) which is a generalization of a standard iterated function system (IFS). The shapes in the video are derived from connected quadratic Julia sets, which are associated with the Mandelbrot set. The animation was made by writing original c++ code on a computer. (Video © 2026 Graeme Boore. All rights reserved.)
Soundtrack (guitar instrumental):
Circular Strings
Dynamical Designs
© 2026 Graeme Boore. All rights reserved.
(P) 2026 Graeme Boore.
Greyscale versions of the following pictures and prints appear in the animation:
"Strings"
https://gcboore.com/pages/mathematical-art-prints-1.html#DGIFS11e
https://gcboore.com/pages/dgifs11e-fractal.html
"Static 1"
https://gcboore.com/pages/mathematical-art-prints-2.html#DGIFS11b
https://gcboore.com/pages/dgifs11b-fractal.html
"Static 2"
https://gcboore.com/pages/mathematical-art-prints-2.html#DGIFS11c
https://gcboore.com/pages/dgifs11c-fractal.html
"DGIFS11a"
https://gcboore.com/pages/dgifs11a-fractal.html
Any frame of the animation can be made into a fine art print.
For more information:
https://gcboore.com/
