Fractals are geometric patterns that can be visible in whatever scale of a figure. Are like those graphics where you can zoom and observe the same image repeating infinitely in different proportions.
It is a 42 Network Computer Graphics project about algebraic fractals. Here, we will study the following implementations: Mandelbrot and Julia.
So, let's generate this using linear equations and recursion.
The Mandelbrot is the fractal defined by a set of C points in a complex plane, which his sequence does not tend to infinity. We can express this like Z(n+1) = Z(n^2) + C, such that Z(0) = 0. The Julia set drift by dynamic polynomial study in complex planes. Are generated by the quadratic function fc(z) = z² + c.- C
- Math.h
- Makefile
- ShellScript
- MiniLibX