Theorem of fractals

The Theorem of Fractals refers to the concept that certain complex shapes can be broken down into smaller, self-similar parts that resemble the whole. This means that by zooming in on a fractal, you can see repeated patterns at different scales. It applies across various fields, from nature—like coastlines and clouds—to mathematics and computer graphics, illustrating how intricate structures emerge from simple rules. Essentially, fractals reveal the underlying order and complexity in systems that might appear chaotic at first glance, showcasing the beauty of repetition and infinity in forms.