Abstract The simulation approach to policy analysis usually concentrates on policy multipliers as a measure of the thrust of economic policy. However, this measure is inadequate for one branch of economic policy, namely, fiscal policy. The reason is that the effectiveness of fiscal policy depends, via the government budget constraint, on the method of finance. It is argued in this paper that for this very reason the conventional way of calculating simulation-based dynamic multipliers introduces a bias towards the no-crowding-out thesis. This bias arises even in models of monetarist persuasion. Furthermore, it is shown that this bias can be removed by utilizing multipliers based on optimal control. We illustrate this proposition by providing numerical results using a large-scale U.K. econometric model of international monetarist persuasion (the London Business School model, LBS). Section 1 builds up a framework through which policy optimization can be compared and evaluated to policy simulations. In Section 2 we derive and compare policy multipliers obtained through policy simulations and optimal control. Section 3 provides a numerical example with the findings being summarized in Section 4.
[1]
Henri Theil.
Optimal decision rules for government and industry
,
1965
.
[2]
Berçch Rüstem,et al.
Projection Methods in Constrained Optimisation and Applications to Optimal Policy Decisions
,
1981
.
[3]
C. Christ.
Some dynamic theory of macroeconomic policy effects on income and prices under the government budget restraint
,
1978
.
[4]
C. Christ.
A Simple Macroeconomic Model with a Government Budget Restraint
,
1968,
Journal of Political Economy.
[5]
R. Dornbusch.
The Theory of Flexible Exchange Rate Regimes and Macroeconomic Policy
,
1976
.
[6]
P. Arestis,et al.
The impact of fiscal policy in the UK: evidence from two macroeconomic models
,
1984
.
[7]
G. Chow.
Analysis and control of dynamic economic systems
,
1975
.
[8]
Berç Rustem,et al.
Respecifying the weighting matrix of a quadratic objective function
,
1978,
Autom..