Famous examples of these figures include the Menger sponge, (*) Cantor set, and the Koch snowflake.
Some techniques that can generate these mathematical objects include the L-system and strange attractors. Many of these entities can be created via infinite iterations of a recursive equation. Famous examples of these figures include the Menger sponge, (*) Cantor set, and the Koch snowflake. For 10 points, name these self-similar geometric figures, developed by Benoit Mandelbrot [ben-wah mahn-del-broh], that contain infinitely many smaller copies of themselves.
Some techniques that can generate these mathematical objects include the L-system and strange attractors.
fractals