Summary
In this paper, a Monte Carlo experimentation scheme is developed for rational expectations large scale models with a special attention to the theoretical foundations of the underlying deterministic algorithm and to the a posteriori statistical validation of the experimentation. The base-deterministic algorithm is of the Newton-Raphson type. The Monte Carlo experimentation uses a perfect foresight approximation and then, requires a posteriori validation. Numerical exercises are proposed in order to show clearly the adequacy of our methodology, by evaluating either its purely numerical bias or the goodness of its perfect foresight approximation, on a canonical growth model.
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References
Blanchard, O and C. Kahn (1980), ‘The solution of linear difference models under rational expectations’, Econometrica, 48 (5), 1305–1311.
Boucekkine, R (1992-a), ‘Simulations stochastiques et anticipations rationnelles’, Discussion Paper,N° 9212,Catholic University of Louvain, Belgium.
Boucekkine, R (1992-b), ‘Quelques idées simples pour la simulation stochastique des modèles non-linéaires à anticipations rationnelles et méthodes de validation’, Discussion Paper, N° 9215, CEPREMAP,Paris.
Boucekkine, R (1993), ‘Some new developments on the analysis of the numerical solutions of consistent expectations models’, Pre-accepted for publication in Journal of Economic Dynamics and Control.
Fair, R and J-B.Taylor (1983), ‘Solution and maximum likelihood estimation of dynamic rational expectations models’, Econometrica, 51 (4), 1169–1186.
Gagnon, J (1990), ‘Solving the stochastic growth model by deterministic extended path’, Journal of Business and Economic Statistics, 8 (1), 35–36.
King, R, C.Plosser and J.Rebelo (1988), ‘Production, growth and business cycles 1’, Journal of Monetary Economics, 21 (2), 196–232.
Laffargue, J-P (1990), ‘Résolution d’un modèle macroéconomique à anticipations rationnelles’, Annales d’Economie et Statistique, 17, 97–119.
Stokey, N and R.Lucas (1989), Recursive methods in economic dynamics, Harvard University Press, Cambridge, pp 148–156.
Taylor, J-B and H.Uhlig (1990), ‘Solving nonlinear stochastic growth models: a comparison of alternative solution methods’, Journal of Business and Economic Statistics, 8 (1), 1–18.
Wallis, K (ed.), M.Andrews, D.Bell, P.Fisher and J.Whitley (1986), Models of the U.K economy: a third review by the ESRC Macroeconomic Modelling Bureau, Oxford University Press, Oxford.
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© 1994 Springer Science+Business Media Dordrecht
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Boucekkine, R. (1994). Monte Carlo Experimentation for Large Scale Forward-Looking Economic Models. In: Grasman, J., van Straten, G. (eds) Predictability and Nonlinear Modelling in Natural Sciences and Economics. Springer, Dordrecht. https://doi.org/10.1007/978-94-011-0962-8_51
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DOI: https://doi.org/10.1007/978-94-011-0962-8_51
Publisher Name: Springer, Dordrecht
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