julia fractal

Interesting relationship between Mandelbrot and Julia fractals
julia fractal 2y ago 
BARGOOMA!  HyperFunk  Quaternion Julia Fractal Animation
julia fractal 2mo ago 
Animated Julia Fractal (HLSL Shader) #2
julia fractal 8mo ago 
Animated Julia Fractal (HLSL Shader) #1
julia fractal 8mo ago 
Julia Fractal Rendered in OpenGL
julia fractal 1y ago 
PowerVR Series5XT and Series6 running OpenCL (Julia Fractal demo)
julia fractal 1y ago 
QuartzComposer Fractal Explorer patch
julia fractal 2y ago 
4D Julia Fractal  4D Camera Move 2
julia fractal 2y ago 
Fractal Zoom Mandelbrot Edge
julia fractal 2y ago 
Julia Morph 3D  Hypercomplex  Quaternionic  Trigonometric
julia fractal 2y ago 
House of Mirrors
julia fractal 2y ago 
Like in a dream  3D fractal trip
julia fractal 2y ago 
Golden Ratio Julia Set.
julia fractal 2y ago 
Zoom on 3D Julia fractal
julia fractal 2y ago 
Psychedelic Nudes & Fractals mix
julia fractal 2y ago 
Like in a dream
julia fractal 3y ago 
PhygitalBrunch  Realtime Audioreactive Julia
julia fractal 3y ago 
JULIA  someone on the playground told me about this magical place
julia fractal 3y ago 
Like in a dream
julia fractal 3y ago 
Quaternion Julia Fractal
julia fractal 3y ago
Tags
Description
For each point in the famous Mandelbrot fractal, there is a unique Julia fractal. This video (made using the Mandelbrot Maps web applet  http://homepages.inf.ed.ac.uk/wadler/mandelbrotmaps/mmaps.html) demonstrates an interesting relationship between the two. Moving back and forth along the main cardioid of the Mandelbrot (the large, heartshaped bulb), the associated Julia fractal squeezes into an intricate pattern of bulbs, before breaking apart outside the borders of the Mandelbrot. Zooming in on the smaller cardioids of the Mandelbrot fractal, we can see the pattern repeat itself on a smaller scale at multiple points in the Julia fractals. If you'd like to further explore the Mandelbrot and Julia sets in realtime, Mandelbrot Maps has now been ported to Android, as part of my undergraduate honours project. You can find it on the Google Play Store  https://play.google.com/store/apps/details?id=uk.ac.ed.inf.mandelbrotmaps. If you do use it, please leave a rating or a review and, if you have a few minutes to spare, fill out the usability survey linked in the app's description. This would be tremendously helpful for my dissertation. Mandelbrot Maps is opensource software. The source code for each version can be found by following its respective link above.