Interregional Migration Dynamic Theory and Comparative Analysis [Paperback]

In part I of this book a dynamic migratory model connecting the microlevel of individual migration trends with the macrolevel of interregional migration is developed. Its derivation makes use of the master equation method. Applying a ranking regression analysis, the trend parameters of the model are correlated to regional socio-economic key factors. In part II the model is applied to interregional migration within the countries Federal Republic of Germany, Canada, France, Israel, Italy and Sweden. In part III a comparative analysis of the results is given. In part IV a selfcontained derivation of the master equation and of solutions relevant for the migratory system is given, the ranking regression analysis is exemplified and a computer program for the estimation of trendparameters is added.In part I of this book a dynamic migratory model connecting the microlevel of individual migration trends with the macrolevel of interregional migration is developed. Its derivation makes use of the master equation method. Applying a ranking regression analysis, the trend parameters of the model are correlated to regional socio-economic key factors. In part II the model is applied to interregional migration within the countries Federal Republic of Germany, Canada, France, Israel, Italy and Sweden. In part III a comparative analysis of the results is given. In part IV a selfcontained derivation of the master equation and of solutions relevant for the migratory system is given, the ranking regression analysis is exemplified and a computer program for the estimation of trendparameters is added.I. General Theory.- Synopsis of Part I.- 1 Concepts of the Dynamic Migration Model.- 1.1 Population Configuration and Migration Matrix.- 1.2 The Decision Process.- 1.3 Transition Probabilities as Functions of Dynamic Utilities and Mobilities.- 2 The Migratory Equations of Motion.- 2.1 The Master Equation for the Population Configuration.- 2.2 The Meanvalue Equations.- 2.2.1 Derivation of theirl"