1. PROGRAM 1
Program to recursively subdivide a tetrahedron to
form 3D Sierpinski gasket. The number of recursive
steps is to be specified by the user.
2. 3D Sierpinski gasket
• A fractal which can be constructed by
a recursive procedure; at each step a
triangle is divided into four new
triangles.
• The central triangle is removed and
each of the other three treated as the
original was, and so on, creating an
infinite regression in a finite space.
• Origin:
1970s: named after Wacław
Sierpiński (1882–1969), Polish
mathematician
• Application :
Fractal geometry