An analytical solutions for a model of endogenous growth

Economic Modelling

Volumn 25, Issue 6, 2008, Pages 1175-1182

  Chilarescu, Constantin ^a  

^a WEST UNIVERSITY OF TIMISOARA   (Romania)

Author keywords

Endogenous growth model; Hamiltonian function; Optimal solution

Indexed keywords

EID: 53849117073     PISSN: 02649993     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.econmod.2008.03.004     Document Type: Article

References (11)

1. Benhabib J., and Perli R. Uniqueness and indeterminacy: on the dynamics of endogenous growth. Journal of Economic Theory 63 (1994) 113-142
2. Boucekkine R., and Ruiz-Tamarit R. Imbalance effects in the lucas model: an analytical exploration. Topics in Macroeconomics 4 (2004) 1-19
3. Boucekkine R., and Ruiz-Tamarit R. Special functions for the study of economic dynamics: the case of the Lucas-Uzawa model. Journal of Mathematical Economics 44 (2007) 33-54
4. Caballe J., and Santos M.S. On endogenous growth with physical capital and human capital. Journal of Political Economy 101 (1993) 1042-1067
5. Ladron-De-Guevara A., Ortigueira S., and Santos M.S. a two-sector model of endogenous growth with leisure. The Review of Economic Studies 66 (1999) 609-631
6. Lucas R. On the mechanics of economic development. Journal of Monetary Economics 22 (1988) 3-42
7. Mulligan C., and Sala-I-Martin X. Transitional dynamics in two-sector models of endogenous growth. The Quaterly Journal of Economics 108 (1993) 739-773
8. Ruiz-Tamarit R. The closed-form solution for a family of four-dimension nonlinear MHDS. Journal of Economic Dynamics and Control 32 (2008) 1000-1014
9. Smith T.W. A closed form solution to the Ramsey model. Contributions to Macroeconomics 6 (2006) 1-27
10. Uzawa H. Optimum technical change in an aggregative model of economic growth. International Economic Review 6 (1965) 18-31
11. Xie D. Divergence in economic performance: transitional dynamics with multiple equilibria. Journal of Economic Theory 63 (1994) 97-112