This paper asks how a fiscal expansion would affect Japan. It uses a textbook-style macro model calibrated to fit the Japanese economy. According to the results, Japan's output slump would be ended by a fiscal transfer of 6.6% of GDP. This policy raises the debt-income ratio in the short run,...

The paper estimates a long-run demand function for M1, using U.S. data for 1959-1993. This paper interprets deviations from this long-run relation with Goldfeld's partial adjustment model. A key innovation is the choice of the interest rate in the money demand function. Most previous work uses a...

Sticky-price models with rational expectations fail to capture the inertia in U.S. inflation. Models with backward-looking expectations capture current inflation behavior, but are unlikely to fit other monetary regimes. This paper seeks to overcome these problems with a near-rational model of...

This essay discusses rules for monetary policy in open economies. If policymakers seek to stabilize output and inflation, optimal rules in open economies differ considerably from optimal rules in closed economies. In open economies, stability is best achieved by targeting long-run inflation' a...

This paper examines the choice of a monetary-policy rule in a simple macroeconomic model. In a closed economy, the optimal policy is a output and inflation. In an open economy, the optimal rule changes in two ways. First, the policy instrument is a Conditions Index the exchange rate. Second, on...

This paper investigates the long-run demand for M1 in the postwar United States. Previous studies, based on data ending in the late 1980's, are inconclusive about the parameters of postwar money demand. This paper obtains precise estimates of these parameters by extending the data through 1996....

This paper defines an efficient rule for monetary policy as one that minimizes a weighted sum of output variance and inflation variance. It derives several results about the efficiency of alternative rules in a simple macroeconomic model. First, efficient rules can be expressed as 'Taylor rules'...