A Method to build fractal sets from periodic domains”, accepted for publication in a WSEAS journal

Abstract:- We present a method to build fractal structures, which is based on the use of periodic domains. In previous works we used binary (or digital) periodic functions as components, which permit us to obtain Cantor, Sierpinski and Koch fractals through a product superposition. In this paper, an extension of these results, for the case of continuous (or analog) periodic components, is obtained and exemplified with cosenoidal functions. Key-Words:- Numerical methods, fractal sets, periodic domains, iterative functions systems, dynamical systems, digital and analog signals