Research Interests
Macroeconomics, Public Economics, and Monetary Policy
Publication
Abstract: We develop a quantitative costly price adjustment model with capital formation for the Japanese Economy. The model respects the zero interest rate bound and is calibrated to reproduce the nominal and real facts from the 1990s. We use the model to investigate the properties of alternative monetary policies during this period. The setting of the long-run nominal interest rate in a Taylor rule is much more important for avoiding the zero bound than the setting of the reaction coefficients. A long-run interest rate target of 2.3 percent during the 1990s avoids the zero bound and enhances welfare.
Working Paper
Abstract:
Abstract: We consider a canonical dynamic mechanism design problem in which the agent's hidden type follows a Markov chain with a potentially large state space. We first show how the problem can be solved numerically with moderate costs when the Markov chain belongs to a special class we identify, and then argue that this class is flexible enough for the method to be useful in quantitative applications.