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Working Paper
Naive business cycle theory
Report
Instrumental variables procedures for estimating linear rational expectations models
A prediction formula for geometrically declining sums of future forcing variables is derived for models in which the forcing variables are generated by a vector autoregressive-moving average process. This formula is useful in deducing and characterizing cross-equation restrictions implied by linear rational expectations models.
Working Paper
The evolution of small change
Western Europe was plagued with currency shortages from the 14th to the 19th century, at which time a `standard formula' had been devised to cure the problem. We document the evolution of mon- etary theory, policy experiments and minting tech- nology over the course of six hundred years. In a companion paper, we use a cash-in-advance model of commodity money to provide an analytical frame- work for the problem of small change.
Working Paper
Formulating and estimating dynamic linear rational expectations models
This paper describes methods for conveniently formulating and estimating dynamic linear econometric models under the hypothesis of rational expectations. An econometrically convenient formula for the cross-equation rational expectations restrictions is derived. Models of error terms and the role of the concept of Granger causality in formulating rational expectations models are both discussed. Tests of hypothesis of strict econometric exogeneity along the lines of Sim?s are compared with a test that is related to Wu?s.
Working Paper
The European unemployment dilemma
Journal Article
Accounting for the federal government's cost of funds
This article describes and defends the authors' corrections to the federal government's flawed measure of its cost of funds. Further, it examines how the maturity structure of the debt influences the way inflation risk and interest rate risk are shared by the government and its creditors.
Working Paper
Impacts of priors on convergence and escapes from Nash inflation
Recent papers have analyzed how adaptive agents may converge to and escape from self-confirming equilibria. All of these papers have imputed to agents a particular prior about drifting coefficients. In the context of a model of monetary policy, this paper analyzes dynamics that govern both convergence and escape under a more general class of priors for the government. The authors characterize how the shape of the prior influences the dynamics in important ways. There are priors for which the E-stability condition is not enough to assure local convergence to a self-confirming equilibrium. ...
