The L-system can generate these entities, as it is capable of describing many iterated function systems.
The L-system can generate these entities, as it is capable of describing many iterated function systems. The most famous example of these is defined in terms of whether points on the complex plane, when iteratively squared, are bounded. The Hilbert curve is a (*) space-filling one of these. Examples of these include the Menger sponge, the Sierpinski carpet, and the Koch snowflake. For 10 points, name these self-similar geometric structures exemplified by the Mandelbrot set.
The L-system can generate these entities, as it is capable of describing many iterated function systems.
fractal