By definition, a strange attractor is the activity of a collective chaotic system composed of interacting feedback. Although in the system, nothing repeats itself, the system itself is attracted to behavior, otherwise known as mathematical space or a pattern. But the pattern to which it is attracted to is neither predictable nor mechanical. It is also capable of movement, or shifts because of its exposure to the external universe. Several of these strange attractors have become visible because of the advancement of computers by displaying the images in an abstract mathematical space called phase space.
Scientists can therefore track the systems movements in more dimensions.
His vision inspired Chaos Theory and the development of fractal images. Z The iteration of these equations produces an image created from repeating patterns evident at many levels of scale. By continuously feeding back the results into the system information circulates and grows in the interactions that occur. One can create an infinite number of fractals, some of which are already visible in nature. There is no scale small enough that these intricate shapes cease to form.