Economic Models - Convex Optimization
Economic Models - Convex Optimization
Economic Models - Convex Optimization
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Topic 2<br />
Time Varying Responses of Output to Monetary<br />
and Fiscal Policy<br />
Dipak R. Basu<br />
Nagasaki University, Nagasaki, Japan<br />
Alexis Lazaridis<br />
Aristotle University of Thessalonikki, Greece<br />
1. Introduction<br />
There are large volumes of literatures on the effectiveness of monetary and<br />
fiscal policies and on lags in the effects of monetary policies (Friedman and<br />
Schwartz, 1963; Hamburger, 1971; Meyer, 1967; Tobin, 1970). Although<br />
the lengths of lags are important in determining the role of monetary-fiscal<br />
policies, the relationship between money and income vary over time due<br />
to changes in the lag structure. Mayer (1967), Poole (1975) and Warburton<br />
(l971) attempted to analyze the empirical variability of the lag structure<br />
by analyzing the turning points in general business activity. Sargent and<br />
Wallace (1973) as well as Lucas (1972) have drawn attention to the role of<br />
time-dependant response coefficients to changes in stabilization policies.<br />
Cargill and Meyer (1977; 1978) have estimated the time-varying relationship<br />
between national income and monetary-fiscal policies. The results<br />
then indicated existences of time variations and exclusions of time variations<br />
of the coefficients, lead to exclusions of prior information inherent in<br />
the models from the estimation process. Blanchard and Perotti (2002) as<br />
well as Smets and Wouters (2003) have obtained similar characteristics of<br />
the monetary and fiscal policy.<br />
The existence of time dependency of effects of monetary fiscal policies,<br />
reflects considerable doubts on the policy prescription based on constant<br />
coefficient estimates. However, more reasonable results can be obtained if<br />
we try to estimate dynamics and movements of these relationships over<br />
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