Bosi, Stefano and Camacho, Carmen and Ha-Huy, Thai (2023): Balanced growth and degrowth with human capital.
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Abstract
We consider a simple discrete-time version of Lucas (1988). When the speed of human capital accumulation is high (low), the Balanced Growth (Degrowth) Path is the unique optimal solution.
Item Type: | MPRA Paper |
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Original Title: | Balanced growth and degrowth with human capital |
English Title: | Balanced growth and degrowth with human capital |
Language: | English |
Keywords: | human capital, balanced growth path |
Subjects: | E - Macroeconomics and Monetary Economics > E0 - General > E00 - General E - Macroeconomics and Monetary Economics > E2 - Consumption, Saving, Production, Investment, Labor Markets, and Informal Economy > E21 - Consumption ; Saving ; Wealth |
Item ID: | 118320 |
Depositing User: | Dr Thai Ha-Huy |
Date Deposited: | 24 Aug 2023 11:01 |
Last Modified: | 24 Aug 2023 11:01 |
References: | Amir R. (1996). Sensitivity analysis of multisector optimal of economic dynamics. \textit{Journal of Mathematical Economics} 25, 123-141. Benhabib J. and Perli R. (1994). Uniqueness and indeterminacy: On the dynamics of endogenous growth. \textit{Journal of Economic Theory} 63, 113-142. Boucekkine R. and Tamarit R. R. (2004). Imbalance effects in the Lucas model: An analytical exploration. \textit{The B. E. Journal of Macroeconomics% } 4, 1-19. Bucci A., Colapinto C., Forster M. and La Torre D. (2011). Stochastic technology shocks in an extended Uzawa-Lucas model: Closed-form solution and long-run dynamics. \textit{Journal of Economics} 103, 83-99. G\'{o}mez M. A. (2003). Optimal fiscal policy in the Uzawa-Lucas model with externalities. \textit{Economic Theory} 22, 917-925. Gorostiaga A., Hromcov\'{a} J. and L\'{o}pez-Garc\'{\i}a M. A. (2013). Optimal taxation in the Uzawa-Lucas model with externality in human capital. \textit{Journal of Economics} 108, 111-129. Gourdel P., Hoang-Ngoc L., Le Van C. and Mazamba T. (2004). Equilibrium and competitive equilibrium in a discrete-time Lucas model. \textit{Journal of Difference Equations and Applications} 10, 501-514. Ha-Huy T., Tran N. T. (2020). A simple characterization for sustained growth. \textit{Journal of Mathematical Economics} 91 141-147. Hiraguchi R. (2009). A note on the closed-form solution to the Lucas-Uzawa model with externality. \textit{Journal of Economic Dynamics and Control}, 33, 1757-1760. Ladr\'{o}n-de-Guevara A., Ortigueira S. and Santos M. S. (1997). Equilibrium dynamics in two-sector models of endogenous growth. \textit{Journal of economic dynamics and control} 21, 115-143. La Torre D. and Marsiglio S. (2010). Endogenous technological progress in a multi-sector growth model. \textit{Economic Modelling} 27, 1017-1028. Lucas R. E. (1988). On the mechanics of economic development. \textit{% Journal of Monetary Economics} 22, 3-42. Mitra T. (1998). On equilibrium dynamics under externalities in a model of economic development. \textit{Japanese Economic Review} 49, 85-107. Mulligan C. B. and Sala-i-Martin X. (1993). Transitional dynamics in two-sector models of endogenous growth. \textit{Quarterly Journal of Economics}, 108, 739-773. Ruiz-Tamarit J. (2008). The closed-form solution for a family of four-dimension nonlinear MHDS. \textit{Journal of Economic Dynamics and Control} 32, 1000-1014. Xie D. (1994). Divergence in economic performance: Transitional dynamics with multiple equilibria. \textit{Journal of Economic Theory} 63, 97-112. |
URI: | https://mpra.ub.uni-muenchen.de/id/eprint/118320 |