Author : Kareem AbdalRahem, Mushtaq
journal of kerbala university,
2011, Volume 7, Issue 1, Pages 70-74
The inverse problem of fractal shapes can be considered as the main difficulty in fractal geometry, because the problem of determining and identifying the parameters of the affine mappings that constitute the Iterated Function System (IFS).
The purpose of this paper is to formulate and solve the inverse problem of Fractal Rendering 3D Shapes using a new approach in optimization theory. This can be made by finding and generating parameters of a set of affine maps, contractive mapping; which is IFS forpatches; that repeatedly iterative numerically by using the random iteration algorithm