In linear macroeconomic models, an active Taylor rule for monetary policy can guarantee a locally unique nonexplosive equilibrium. In a series of articles, Benhabib, Schmitt-Grohé, and Uribe looked beyond the local dynamics and showed that active Taylor rules could interact with the zero bound...

In linear macroeconomic models, an active Taylor rule for monetary policy can guarantee a locally unique nonexplosive equilibrium. In a series of articles, Benhabib, Schmitt-Grohé, and Uribe looked beyond the local dynamics and showed that active Taylor rules could interact with the zero bound...

K-core inflation is a new class of underlying inflation measures. The two most popular measures of underlying inflation are core inflation and trimmed mean inflation. The former removes fixed categories of goods and services (food and energy) from the inflation calculation, and the latter...

K-core inflation is a new class of underlying inflation measures. The two most popular measures of underlying inflation are core inflation and trimmed mean inflation. The former removes fixed categories of goods and services (food and energy) from the inflation calculation, and the latter...

This paper investigates the ability of a region participating in a currency union to affect its inflation differential with respect to the union through fiscal policy. We study the interaction between regional fiscal policy and inflation differentials in a flexible-price, two-region model with...

Optimal monetary policy maximizes welfare, given frictions in the economic environment. Constructing a model with two sets of frictions - the Keynesian friction of costly price adjustment by imperfectly competitive firms and the Monetarist friction of costly exchange of wealth for goods - we...