Closed-form solutions for the Lucas-Uzawa growth model with logarithmic utility preferences via the partial Hamiltonian approach

Author:

Chaudhry Azam, ,Naz Rehana,

Publisher

American Institute of Mathematical Sciences (AIMS)

Subject

Applied Mathematics,Discrete Mathematics and Combinatorics,Analysis

Reference20 articles.

1. Applications of Control Theory to Economic Growth,;K. J. Arrow;in Veinott,1968

2. Uniqueness and indeterminacy: On the dynamics of endogenous growth,;J. Benhabib;Journal of Economic Theory,1994

3. Solving macroeconomic models with homogeneous technology and logarithmic preferences,;D. Bethmann;Australian Economic Papers,2013

4. Special functions for the study of economic dynamics: The case of the Lucas-Uzawa model,;R. Boucekkine;Journal of Mathematical Economics,2008

5. On endogenous growth with physical and human capital,;J. Caballé;Journal of Political Economy,1993

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