We propose an analytical method to analyze the propagation of a once-and-for-all shock in a broad class of sticky price models. The method is based on the eigenvalue- eigenfunction representation of the dynamics of the cross-sectional distribution of firms' desired adjustments. A key novelty is...

We study the propagation of monetary shocks in a sticky-price general-equilibrium economy where the firms' pricing strategy feature a complementarity with the decisions of other firms. In a dynamic equilibrium the firm's price-setting decisions depend on aggregates, which in turn depend on...

This paper develops a dynamic model of technology adoption featuring strategic complementarities: the benefits of usage increase with the number of adopters. We study the diffusion of new means of payments, where such complementarities are pervasive. We show that complementarities give rise to...

In a broad class of sticky price models the non-neutrality of nominal shocks is encoded by a simple sufficient statistic: the ratio of the kurtosis of the size-distribution of price changes over the frequency of price changes. We test this theoretical prediction using data for a large number of...