Sierpinskitriangi
The Sierpinski triangle, also known as the Sierpinski gasket, is a fractal and attractive fixed set. It is a common example of a self-similar fractal, meaning it is exactly or approximately similar to a part of itself. The construction of the Sierpinski triangle begins with an equilateral triangle. The midpoints of the three sides are connected to form a smaller equilateral triangle in the center. This central triangle is then removed, leaving three smaller equilateral triangles. This process is then repeated indefinitely for each of the remaining triangles.
The Sierpinski triangle can be generated through various methods. One common iterative process involves starting with
The fractal dimension of the Sierpinski triangle is approximately 1.585. This means that it is more complex