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The Optimum Growth Rate for Population in the Neoclassical Overlapping Generations Model

by Wolfgang Kuhle (Author)
©2008 Thesis XVIII, 148 Pages

Summary

In the course of the last century, birth rates in the OECD have fallen significantly. This study is concerned with the long run factor price and welfare implications of this decline in birth rates. The relevant models, i.e. the pure consumption loan economy, the neoclassical one-sector growth model, variations of the neoclassical overlapping generations model, and the economic dependency approach are utilized to answer this question. The study features exact general conditions for the existence of an interior optimum growth rate for population in the neoclassical overlapping generations model and, hence, is closing a gap in the preceding literature. Subsequent empirical testing suggests that these conditions for the validity of the Serendipity Theorem are probably satisfied.

Details

Pages
XVIII, 148
Year
2008
ISBN (Softcover)
9783631573525
Language
English
Keywords
Optimal Population Theory Demographic Change Growth Theory Neoklassisches Modell Social Security Bevölkerungswachstum Mehrgenerationenmodell
Published
Frankfurt am Main, Berlin, Bern, Bruxelles, New York, Oxford, Wien, 2007. XVIII, 148 pp., num. graphs

Biographical notes

Wolfgang Kuhle (Author)

The Author: Wolfgang Kuhle studied economics at the Freie Universität Berlin from 2002 to 2006. He was student assistant at the Chair for Economic Theory and teaching assistant at the Department of Economics. Since 2007 he is working on his dissertation at the macroeconomics unit of the Mannheim Research Institute for the Economics of Aging (MEA).

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Title: The Optimum Growth Rate for Population in the Neoclassical Overlapping Generations Model