MODELLING VINTAGE STRUCTURES WITH DDEs: PRINCIPLES AND APPLICATIONS

DOI10.1080/08898480890513580zbMath1093.91064OpenAlexW3125748814MaRDI QIDQ4661858

David de la Croix, Omar Licandro, Raouf Boucekkine

Publication date: 30 March 2005

Published in: Mathematical Population Studies (Search for Journal in Brave)

Full work available at URL: http://hdl.handle.net/1814/1888

zbMATH Keywords

demographyoptimal controleconomic growthdifferential-difference equationsstate-dependencevintage structures

Mathematics Subject Classification ID

Related Items (9)

The optimal economic lifetime of vintage capital in the presence of operating costs, technological progress, and learning ⋮ On the distributional consequences of epidemics ⋮ Demographic-economic equilibria when the age at motherhood is endogenous ⋮ Externalities in a life cycle model with endogenous survival ⋮ Multiple solutions in systems of functional differential equations ⋮ Bounded interest rate feedback rules in continuous-time ⋮ Solving optimal growth models with vintage capital: The dynamic programming approach ⋮ Family regulation as a moving target in the demographic transition ⋮ Age-specific dynamic labor demand and human capital investment

Cites Work

• Differential-difference equations
• Theory of functional differential equations. 2nd ed
• Life expectancy and endogenous growth
• Parallel continuous Runge-Kutta methods and vanishing lag delay differential equations
• Anticipation effects of technological progress on capital accumulation: a vintage capital approach
• Invertible Solutions to the Operator Equation TA - BT = C

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