Background
The Mandelbrot set is one of the most famous examples of a fractal in mathematics. It is defined by a simple iterative process on complex numbers, yet it exhibits intricate and infinitely detailed boundary patterns. Its discovery has not only advanced the field of mathematics but has also had a profound influence on art and computer graphics.
Tutorial
How to Use the Mandelbrot Explorer:
- Use your mouse to click on a point in the rendered fractal. The display will zoom in on the clicked area, revealing more detail.
- Right-click (or use the designated control) to zoom out and see a broader view of the fractal.
- Explore the color gradients, which are mapped to the number of iterations taken for a point to diverge. Areas of high complexity display vibrant colors.
Get Started
Ready to dive into infinity? Click the button below to launch the Mandelbrot Renderer.