Summary: Submitted By:
Chen Ting (Matric No. U017596H)
Huang Liming (Matric No. U015818R)
Contents
1. Introduction to Fractal
1.1 Definition of Fractal 1 1
1.2 Properties of Fractal 1 1
2. The Sierpinski Triangle
2.1 Construct the Sierpinski Triangle 2 2
2.2 Area of the Sierpinski Triangle 3 3
2.3 Number of Triangles Grow 3 3
3. Von Koch Curve
3.1 Construct the Koch Edge 4 4
3.2 Properties of Koch Edge
3.2.1 Total length of the Koch Edge 5
3.2.2 Total number of the Koch Edge 5
3.3 Other Examples of Koch Curve 6 6
4. The Hilbert Curve
4.1 Construct the Hilbert Curve 8
4.2 The L-syste 9

Source: Aslaksen, Helmer - Department of Mathematics, National University of Singapore

Collections: Mathematics