Dynamic Behavior of Imperfectly Competitive Economies with Multiple Equilibria

Working Paper: NBER ID: w2388

Authors: Russell Cooper

Abstract: This paper investigates the dynamic behavior of an economy with multiple Nash equilibria. The first part of the paper analyzes an abstract game exhibiting multiple equilibria. A history dependent selection criterion is proposed which induces correlated behavior in equilibrium even though agents are playing one-shot games and disturbances are not correlated over time. The second part of the paper investigates a specific model of multiple equilibria. Here the multiplicity is induced by the presence of a discrete decision on the part of firms regarding their choice of technique. The implications of the selection criterion introduced in the first part of the paper are illustrated through this example. Again correlated behavior emerges in a sequence of independent one-shot games. The model economy may also experience prolonged periods in which a low productivity technology is in use and then, as a consequence of a large real disturbance, may switch to an alternative equilibrium in which a high productivity technology is utilized. The paper also discusses the Pareto ordering of these equilibria.

Keywords: Multiple Equilibria; Nash Equilibria; Imperfect Competition; Coordination Failures

JEL Codes: D50; D62; L13


Causal Claims Network Graph

Edges that are evidenced by causal inference methods are in orange, and the rest are in light blue.


Causal Claims

CauseEffect
History-dependent selection criterion (C52)Correlated behavior among agents in equilibrium (C73)
Large real disturbance (C55)Switch to high productivity equilibrium (O49)
Small changes in policy variables (C54)Significant shifts in equilibrium outcomes (D59)

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