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Simple Recursive Fractals Mandelbrot Fractals Julia Fractals
Red Fractals Blue Fractals Green Fractals

 

Simple Recursive Fractals

 

Where it begins...

The journey through the fractal universe starts with these simple recursive fractals. A recursive pattern exhibits "self similarity" where a pattern or shape is repeated smaller and smaller upon itself. All of the fractals on this site are just zoomed-in views of the fractals below.

But here is where the mystery begins - as you travel down into the fractal pattern the self-similarity collapses upon itself in places and you find something unique and different that is not a smaller version of the whole.

Here are simple recursive fractal examples of the 4 fractal types on FantasticFractals.com - Mandelbrot, Mandelcube, Newtonbrot, and Fractal Flames.

 

Basic Mandelbrot Set Fractals

Mandelbrot Set Fractal
 
Julia Variations  Fractal M-Polar Variations  J-Polar Variations

Julia Variation        M-Polar Variation       J-Polar Variation



 

Basic Mandelcube Set Fractals

Mandelcube Set Fractal
 
Juliacube Fractal M-Cube Fractal J-Cube Fractal

Juliacube Variation      M-Cube Variation      J-Cube Variation



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Basic Newtonbrot Set Fractals

Newtonbrot Set Fractal
 
N-Julia Fractal N-Polar Fractal Julia-Polar Fractal

N-Julia Variation     N-Polar Variation     Julia-Polar Variation



 

Basic Fractal Flames

Linear Fractal Flame Sinusoidal  Fractal Flame Spherical Fractal Flame
Linear                 Sinusoidal                Spherical
Swirl Fractal Flame Horseshoe Fractal Flame Polar Fractal Flame

Swirl                  Horseshoe                 Polar



 

More information about simple recursive fractals on miqel.com

 

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Mandelbrot Fractals

 

 

 

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