Fractals are defined as being complex by virtue of their infinite detail and unique mathematical properties (Briggs & Peat, 1980); yet they are simple as they can be generated through successive applications of simple iterations. Complexity is not built up out of simple forms like an intricate building being made out of a few simple shapes or bricks. The simple iteration in effect liberates the complexity hidden within it, giving access to creative potential (Briggs & Peat, 1989).
The process of fractal suggests some ways to work with the paradox that greater openness is the path to greater order. A fractal reveals its complex shape through continous self-reference to a simple equation. So, one should start with a clear sense of what to accomplish and how to behave together with others(Briggs & Peat, 1989). Once these equations are established these can be used as a lens to interpret information, surprises and experience. Although the individual decisions will not look the same there is no need for conformity in behavior. As time passes, an orderly pattern will emerge.
We need to learn more about these sources of order as we failed to notice this capacity of life to self-organize. As we learn more about it our attention will shift away from the parts and focus on the deeper, embedded processes. As Bohm (1980) states "what is needed is an act of understanding in which we see the totality as an actual process that tends to bring about an orderly action in which analysis into parts has no meaning."
