Chaos and socio-spatial dynamics

The main objective of this book is to present some key qualitative features of a universal discrete relative dynamics map (iterative process). It is argued that the form of this map can accommodate a wide range of dynamics found in social systems distributed in (discrete) space. Particular emphasis is placed on population dynamics. A gamut of models are included in the book ranging from the one-stock two-location case to multiple-stock multiple-location examples. An example of how this universal map can be used in socio-spatial dynamics is provided. "Empirical evidence is presented describing U.S. regional relative population distributions according to the universal map covering approximately two centuries of observations and forecasts." (EXCERPT)