Koch Snowflake Fractal Lorenz Model

Excel Model for Fractal Lorenz Paper. Abstract The Koch snowflake fractal attractor was analysed by Lorenz and Gini methods. It was found the fractal Lorenz curve fits the wealth distribution Lorenz curve. As the fractal grows and/or develops with iteration-time the Lorenz curve expands to the right, with a corresponding increasing Gini coefficient. All triangles (triangle sizes) grow with iteration-time from an arbitrary size, and iteration group size accelerate apart from each other with iteration time. It was concluded the Lorenz distribution is a property of the fractal and inextricably linked to (fractal) growth and development. This behaviour can be observed in any fractal structure.