Filtrage par: Créateur Levine, David K. Supprimer la restriction Créateur: Levine, David K.
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Creator: Levine, David K. Series: Working paper (Federal Reserve Bank of Minneapolis. Research Dept.) Number: 386 Abstract: In a monetary model, it is shown that if there is a unique Pareto inefficient barter equilibrium, then a monetary equilibrium exists when traders are sufficiently patient. Mot-clé: Barter equilibria, Consumers, Monetary equilbria, Money, and Inflation Assujettir: E42 - Money and interest rates - Monetary systems ; Standards ; Regimes ; Government and the monetary system ; Payment systems and D51 - General equilibrium and disequilibrium - Exchange and production economies
Creator: Levine, David K. Series: Working paper (Federal Reserve Bank of Minneapolis. Research Dept.) Number: 388 Abstract: Previous authors have argued that the optimal monetary policy is contractionary. If buyers value consumption substantially more than sellers, there is some randomness and informational constraints make asset trading useful, we show that there is an incentive compatible expansionary policy that dominates all incentive compatible contractionary policies. Mot-clé: Expansion, Trade, Optimal monetary policy, Asset trading, Contraction, and Private information Assujettir: D82 - Information, knowledge, and uncertainty - Asymmetric and private information and E52 - Monetary policy, central banking, and the supply of money and credit - Monetary policy
Creator: Kehoe, Timothy Jerome, 1953-, Levine, David K., and Romer, Paul Michael, 1955- Series: Working paper (Federal Reserve Bank of Minneapolis. Research Dept.) Number: 400 Abstract: We consider a production economy with a finite number of heterogeneous, infinitely lived consumers. We show that, if the economy is smooth enough, equilibria are locally unique for almost all endowments. We do so by converting the infinite dimensional fixed point problem stated in terms of prices and commodities into a finite dimensional Negishi problem involving individual weights in a social value function. By adding a set of artificial fixed factors to utility and production functions, we can write the equilibrium conditions equating spending and income for each consumer entirely in terms of time zero factor endowments and derivatives of the social value function. Mot-clé: Equilibrium, Consumer, and Dynamic model Assujettir: C62 - Mathematical methods and programming - Existence and stability conditions of equilibrium