Evolving Geographical Structures

Mathematical Models and Theories for Space-Time Processes

AvDaniel A. Griffith,A.C. Lea

Häftad, Engelska, 2011

Del 15 i serien NATO Science Series D:

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Produktinformation

Utgivningsdatum:2011-10-13
Mått:155 x 235 x 27 mm
Vikt:739 g
Format:Häftad
Språk:Engelska
Serie:NATO Science Series D:
Antal sidor:488
Förlag:Springer
ISBN:9789400968950

Utforska kategorier

Geografi inom Naturvetenskap och teknik

Innehållsförteckning

Section 1. Towards Evolutionary Models of Migration.- Attraction-regulated Dynamic Equilibrium Models of Migration of the Multiplicative Type.- A Non-linear Dynamic Model for the Migration of Human Populations.- An Optimal Control Representation of a Stochastic Multistage-Multiactor Choice Process.- Section 2. Models of Innovation Diffusion Processes.- Technological Change, Policy Response and Spatial Dynamics.- Competition and Environment: A Theory of Temporal Innovation Diffusion.- The Dynamics of Communication.- Section 3. Urban and Regional Change: Growth, Development and Decline.- Empirical Evidence of Volterra-Lotka Dynamics in United States Metropolitan Areas: 1940–1977.- Phasing-out of the Sugar Industry in Puerto Rico.- The Spatial Econometrics of the European FLEUR Model.- A Simulation Model of Regional Demoeconomic Development in North Rhine-Westphalia: Theory, Structure, and Calibration.- Section 4. Spatial Pricing: Efficiency and Dynamic Aspects.- Inefficiency and Instability of Trade Patterns.- Pasinetti, Marx and Urban Accumulation Dynamics.- Spatial Structure and Spatial-temporal Processes.- Section 5. Towards Dynamic Models of Spatial Search.- The Effects of Job Search and Competition on Unemployment and Vacancies in Regional Labor Markets.- Structures for Research on the Dynamics of Residential Search.- Section 6. Temporal Dimensions of the Geography of Public Finance.- Dynamic Models of Spatial Variation in Local Government Expenditures.- Jurisdiction Size and Public Good Supply in the Presence of Reciprocal Spillovers: Static Analysis and an Introduction to Optimal Control of the Dynamics.- Epilogue.- Institute Participants.