HLOUŠEK, Miroslav. Model of Closed Economy with Rational Expectations. In Mathematical Methods in Economics 2003. Praha: Czech University of Agriculture in Prague, Faculty of Economics and Management, 2003, p. 112-116, 4 pp. ISBN 80-213-1046-4.
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Basic information
Original name Model of Closed Economy with Rational Expectations
Name in Czech Model uzavřené ekonomiky s racionálními očekáváními
Authors HLOUŠEK, Miroslav (203 Czech Republic, guarantor).
Edition Praha, Mathematical Methods in Economics 2003, p. 112-116, 4 pp. 2003.
Publisher Czech University of Agriculture in Prague, Faculty of Economics and Management
Other information
Original language English
Type of outcome Proceedings paper
Field of Study 50200 5.2 Economics and Business
Country of publisher Czech Republic
Confidentiality degree is not subject to a state or trade secret
RIV identification code RIV/00216224:14560/03:00008374
Organization unit Faculty of Economics and Administration
ISBN 80-213-1046-4
UT WoS 000261161100018
Keywords in English rational expectations; closed economy model; Phillips curve
Tags closed economy model, Phillips curve, rational expectations
Tags International impact, Reviewed
Changed by Changed by: Ing. Miroslav Hloušek, Ph.D., učo 21886. Changed: 8/9/2009 11:10.
Abstract
This paper shows the way of solving linear difference model under rational expectations. The whole procedure is described in general form. The conditions for existence of a unique solution summarized. The system is solved first for unstable part and then for stable part to get the final solution. There is made an application for macroeconomic model of closed economy. A reaction of agents in presence of shocks, when anticipated or not, is examined. Finally an influence of distinct types of Phillips curve on an adjustment process is discussed. The results ae illustrated in the figures.
Abstract (in Czech)
Tento článek popisuje řešení lineárních diferenčních modelů s racionálními očekáváními. Celý postup je obecně popsán, jsou shrnuty podmínky pro existenci jediného řešení. Abychom dostali konečné řešení, je systém rovnic vyřešen nejprve pro nestabilní a poté pro stabilní část. Je provedena aplikace na makroekonomický model uzavřené ekonomiky. Je zkoumána reakce agentů na šoky, které jsou buď očekávané nebo neočekávané. Na závěr jsou prozkoumány vlivy různých typů Phillipsovy křivky na přizpůsobovací proces. Výsledky jsou ilustrovány v grafech.
Links
GA402/02/0393, research and development projectName: Vliv monetární politiky a vnějších šoků na malou otevřenou ekonomiku
Investor: Czech Science Foundation, Effect of monetary policy and exogenous shocks on a small open economy
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