Sierpinského
Sierpinského refers to a family of fractal sets, with the most well-known being the Sierpinski triangle. These fractals are characterized by their self-similarity, meaning that parts of the fractal resemble the whole. They are generated through iterative processes, starting with a simple geometric shape and repeatedly applying a rule to modify it.
The Sierpinski triangle, also known as the Sierpinski gasket, is typically constructed from an equilateral triangle.
Other related fractals include the Sierpinski carpet, which is generated from a square, and the Sierpinski