On the Equivalence of Walrasian and Non-Walrasian Equilibria in Contract Markets: The Case of Complete Contracts
Michael Peters
Abstract
Michael Peters
Abstract
This paper explores two models of an economy in which contracts are exchanged. In the first model contracts are exchanged on a competitive market in which traders expectations concerning conditions that prevail within specific markets adjust until markets “clear” In the second model contract designers compete directly against one another by offering alternate contracts. It is shown that Walrasian allocations correspond with the equilibrium allocations in the model with direct competition when the number of traders is made large. Furthermore, the expectational assumptions that drive the Walrasian analysis coincide with off the equilibrium path conjectures in the problem with direct competition.
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This paper explores two models of an economy in which contracts are exchanged. In the first model contracts are exchanged on a competitive market in which traders expectations concerning conditions that prevail within specific markets adjust until markets “clear” In the second model contract designers compete directly against one another by offering alternate contracts. It is shown that Walrasian allocations correspond with the equilibrium allocations in the model with direct competition when the number of traders is made large. Furthermore, the expectational assumptions that drive the Walrasian analysis coincide with off the equilibrium path conjectures in the problem with direct competition.
Key concepts: Economics, Equivalence (formal languages), General equilibrium theory, Mathematical economics, Microeconomics, Walrasian auction, Neoclassical economics, Mathematics