In this paper, we provide a set of sufficient conditions under which recursive competitive equilibrium exists and is unique for a large class of distorted dynamic equilibrium models with capital and elastic labor supply. We develop a lattice based approach to the problem. The class of economies for which we are able to obtain our existence and uniqueness result is considerably larger than those...

Double auction markets have consistently been shown to realize almost full efficiency and prices very near the theoretical prediction. Research typically focuses on the performance of the double auction in single market environments. However, real economic activity is coordinated across multiple markets, a far more complex task. This paper uses experimental methods to examine the double auction...

We study the trade of indivisible goods using credit, divisible money and divisible assets in a frictional market. We show how indivisibility matters for equilibria. Bargaining generates a price that is not linked to nominal interest rates, dividend value of the asset, or the number of active buyers. To reestablish this connection, we consider price posting with competitive search. We provide c...

The modern convex-analytic rendition of the classical welfare theorems characterizes optimal allocations in terms of supporting properties of preferences by nonzero prices. While supporting convex sets in economies with finite dimensional commodity spaces is usually a straightforward application of the separation theorem, it is not that automatic in economies with infinite dimensional commodity...

We study the representative consumer’s risk attitude and efficient risk-sharing rules in a singleperiod, single-good economy in which consumers have homogeneous probabilistic beliefs but heterogeneous risk attitudes. We prove that if all consumers have convex absolute risk tolerance, so must the representative consumer. We also identify a relationship between the curvature of an individual cons...

A univariate real-valued function is said to be completely monotone if it takes positive values and alternate the signs of its higher order derivatives, starting from everywhere negative first derivatives. We prove that the representative consumer’s discount factor of a continuous-time economy under uncertainty is a power function of some completely monotone function of time satisfying certain ...

Pareto improvements that require no information about individual characteristics are analyzed. Initially, equilibrium must be production inefficient. After the policy change, consumer prices differ from producer prices, but allocations, although second-best, are Pareto superior and production efficient. Policy implementation is modeled as a dynamical system that governs aggregate consumer wealt...

This paper uses a New Monetarist framework to study the trade of indivisible goods with divisible money in a frictional market. We first derive conditions under which stationary equilibrium exists, and then show that if equilibrium exits, it is unique. The uniqueness result is due to the commitment and coordination nature of the pricing mechanisms. Money is superneutral in the model with genera...

Integrated assessment models lack a microeconomic foundation in modelling environmental damages to the economy. To overcome this, damage coefficients are incorporated in standard microeconomic models. Firms and consumers take both damages and prices as given. Demand, supply, profit and expenditure functions under damage coefficients are derived that allow easy implementation in applied economic...

We incorporate a wage-bargaining structure in a dynamic general equilibrium model and show how this feature changes shortand long-run properties of equilibria compared with a perfectly competitive setting. We discuss how employment, capital and income shares respond to wage-setting shocks and show that adjustment dynamics depend decisively on the magnitude of the elasticity of substitution betw...