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Working Paper
The Incredible Taylor Principle
This note addresses the role of the Taylor principle to solve the indeterminacy of equilibria in economies in which the monetary authority follows an interest rate rule. We first study the role of imposing two additional ad-hoc restrictions on the definition of equilibrium. Imposing the equilibrium to be locally unique never delivers a unique outcome. Imposing the equilibrium to be bounded, renders the outcome unique only if the inflation target is the Friedman rule. Second, we show that the Taylor principle is strongly time inconsistent - in a sense we make very precise - and that policies ...
Report
Optimal Capital Taxation Revisited
We revisit the question of how capital should be taxed. We allow for a rich set of tax instruments that consists of taxes widely used in practice, including consumption, dividend, capital, and labor income taxes. We restrict policies to respect promises that the government has made in the previous period regarding the current value of wealth. We show that capital should not be taxed if households have preferences that are standard in the macroeconomics literature. We show that Ramsey outcomes that must respect such promises are time consistent. We show that the presumption in the literature ...
Working Paper
Continuous Markov equilibria with quasi-geometric discounting
We prove that the standard quasi-geometric discounting model used in dynamic consumer theory and political economics does not possess continuous Markov perfect equilibria (MPE) if there is a strictly positive lower bound on wealth. We also show that, at points of discontinuity, the decision maker strictly prefers lotteries over the next period's assets. We then extend the standard model to have lotteries and establish the existence of an MPE with continuous decision rules. The models with and without lotteries are numerically compared, and it is shown that the model with lotteries behaves ...