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Complementarities and macroeconomics: Poisson games

Complementarities and macroeconomics: Poisson games
Complementarities and macroeconomics: Poisson games
In many situations in macroeconomics strategic complementarities arise, and agents face a coordination problem. An important issue, from both a theoretical and a policy perspective, is equilibrium uniqueness. We contribute to this literature by focusing on the macroeconomic aspect of the problem: the number of potential innovators, speculators, etc. is large. In particular, we follow Myerson that in large games “a more realistic model should admit some uncertainty about the number of players in the game” [Myerson, R., 1998. Population uncertainty and Poisson games. Int. J. Game Theory 27, 375–392; Myerson, R., 2000. Large Poisson games. J. Econ. Theory 94, 7–45]. In more detail, we model the coordination problem as a Poisson game, and investigate the conditions under which unique equilibrium selection is obtained.

strategic complementarities, coordination games, poisson games, currency crises, innovation
0899-8256
180-189
Makris, Miltiadis
966df0dc-9caf-409e-9cbe-f2a800cdffda
Makris, Miltiadis
966df0dc-9caf-409e-9cbe-f2a800cdffda

Makris, Miltiadis (2008) Complementarities and macroeconomics: Poisson games. Games and Economic Behavior, 62 (1), 180-189. (doi:10.1016/j.geb.2007.04.001).

Record type: Article

Abstract

In many situations in macroeconomics strategic complementarities arise, and agents face a coordination problem. An important issue, from both a theoretical and a policy perspective, is equilibrium uniqueness. We contribute to this literature by focusing on the macroeconomic aspect of the problem: the number of potential innovators, speculators, etc. is large. In particular, we follow Myerson that in large games “a more realistic model should admit some uncertainty about the number of players in the game” [Myerson, R., 1998. Population uncertainty and Poisson games. Int. J. Game Theory 27, 375–392; Myerson, R., 2000. Large Poisson games. J. Econ. Theory 94, 7–45]. In more detail, we model the coordination problem as a Poisson game, and investigate the conditions under which unique equilibrium selection is obtained.

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More information

Published date: January 2008
Keywords: strategic complementarities, coordination games, poisson games, currency crises, innovation

Identifiers

Local EPrints ID: 173925
URI: http://eprints.soton.ac.uk/id/eprint/173925
ISSN: 0899-8256
PURE UUID: ef807e5c-5893-46a8-8f6a-81f4867d5843

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Date deposited: 09 Feb 2011 09:31
Last modified: 14 Mar 2024 02:32

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Author: Miltiadis Makris

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