CREATING FRACTAL PATTERNS FROM GEOMETRIC SHAPES USING THE IFS METHOD

Geometric models and recursive algorithms for fractal patterns were developed using basic concepts and forms of geometry. Using L-systems and the IFS method, the equation of fractal-like forms, namely the Harter-Hateway Dragon, Yang-Xi Luo chain, and Serpin triangle fractals, was constructed and algorithms were developed. In constructing complex fractal-structured forms using geometric permutations, the equation of complex fractal-structured fractals was constructed based on scaling and rotation geometric permutations using L-systems and the IFS method, and an algorithm was developed. Key Keywords: Fractal, IFS, geometric substitution, L- systems, Harter-Hateway Dragon, Yang-Xi Luo chain