Mathematical Demoeconomy : : Integrating Demographic and Economic Approaches /

Mathematical Demoeconomy : : Integrating Demographic and Economic Approaches / / Yuri S. Popkov.

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This monograph aspires to lay the foundations of a new scientific discipline, demoeconomics, representing the synthesis of demography and spatial economics. This synthesis is performed in terms of interaction between population and its economic activity. The monograph appears a unique research work...

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Bibliographic Details
Superior document:Title is part of eBook package: De Gruyter DGBA Backlist Complete English Language 2000-2014 PART1
VerfasserIn:
Popkov, Yuri S.,
Place / Publishing House:Berlin ;, Boston : : De Gruyter, , [2014]
©2014
Year of Publication:2014
Language:English
Online Access:
Physical Description:1 online resource (500 p.)
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Table of Contents:
  • Frontmatter
  • Preface
  • Contents
  • Part I: General principles of demoeconomics
  • 1. The population-economy system
  • 2. Probabilistic techniques in demoeconomic forecasting
  • Part II: Foundations of spatial demography
  • 3. The population system
  • 4. Demographic characteristics of fertility
  • 5. Demographic characteristics of mortality
  • 6. Demographic characteristics of migration
  • 7. Macrosystem models of population dynamics
  • Part III: Foundations of spatial economics
  • 8. Modeling economics
  • 9. Evolutionary economics
  • 10. Self-organization in economic systems
  • 11. Spatial interaction of economic systems
  • 12. Selected models of spatial macroeconomics
  • 13. Fluctuations in models of spatial economics
  • Part IV: Macrosystem models of demoeconomics
  • 14. Macrosystems concept in demoeconomics
  • 15. One-sector macrosystem demoeconomic model (MSDEM)
  • 16. Macrosystem demoeconomic model with regional localization of sectors (branches) Ns −MSDEM
  • 17. Macrosystem model of labour market
  • 18. Probabilistic macrosystem demoeconomic model
  • Part V: Mathematical appendices
  • A. Some theorems of implicit functions
  • B. Estimating the local Lipschitz Constant of the entropy operator Bv,q
  • C. Estimating the local Lipschitz Constant of the entropy operator Fv,q
  • D. Zero-order multiplicative algorithms for positive solutions to nonlinear equations
  • E. Multiplicative algorithms for positive solutions to entropy-quadratic programming problems
  • Bibliography
  • Index

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