Research on non-linear dynamic systems employing color space

This paper introduces a new method of research on evolvement of non-linear dynamic system employing color space, such as fractal sets and chaos systems. In contrast to traditional methods, it has more intuitionistic display and can express more information of systems, and we can observe more hidden features of dynamic systems by employing it. One can also obtain the bifurcation figures, final iterative figures. This method is mainly used for researches on those iterative systems whose dimension is lower than 3. It also can be used for research of low dimensions mapping characteristics of those high-dimension dynamic systems. This paper gives three samples on Mandelbrot/Julia set, logistic mapping and Henon trajectory.