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Choosing Longevity with Overlapping Generations: To Be or Not to Be in Diamond's Model
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Weichun Chen
, Merwan H Engineer and Ian P King
Published/Copyright:
February 18, 2008
We extend Diamond's (1965) OLG model to allow agents to choose whether to participate in the second period of life. The valuation of early exit (x) is a key parameter. We characterize competitive equilibria, efficient allocations, and predictions for income and life expectancy over time. We find that, with logarithmic utility, for any value of x, there is a range of initial values of the capital stock for which some agents would prefer to exit in equilibrium. The shape of the transition function and the number of steady state equilibria depend crucially on the value of capital's share of income.
Published Online: 2008-2-18
©2011 Walter de Gruyter GmbH & Co. KG, Berlin/Boston
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Articles in the same Issue
- Topics Article
- The Importance of Industrial Policy in Quality-Ladder Growth Models
- The Evolution of International Output Differences (1970-2000): From Factors to Productivity
- Non-Linearities and Unit Roots in G7 Macroeconomic Variables
- Mitigating the Growth-Effects of Inflation through Financial Development
- The Dynamics of European Inflation Expectations
- Target Saving in an Overlapping Generations Model
- Inequality, Volatility and Labour Market Efficiency
- Expected Equity Returns and the Demand for Money
- Forecasting with DSGE Models: The Role of Nonlinearities
- Job Reallocation, Unemployment and Hours in a New Keynesian Model
- Consolidation of Student Loan Repayments and Default Incentives
- Advent of Industrial Mass Production: Three Stages of Economic Development
- The Japanese Depression in the Interwar Period: A General Equilibrium Analysis
- Determinants of Bilateral Remittance Flows
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