A new interpretation of the coordination problem and its empirical significance
In this paper, we discuss a new interpretation of what might be meant by the "coordination" of policies; in this interpretation, the policymakers are selecting a noncooperative solution rather than a cooperative solution. The new interpretation is suggested by the fact that games typically have a large number of Nash solutions, and players are not indifferent as to which occurs. The multiplicity of solutions may be due to information sharing and surveillance, the choice of policy instruments, or the adoption of reputational strategies in repeated versions of the game. The "coordination" problem: results from policymakers' desire to coordinate on a good Nash equilibrium. ; In section I, we use the simulations of the MCM and the DECO model that were prepared for the May 1988 FRB Monetary Conference to derive reduced forms for inflation and output, and we simulate a one-shot game. We calculate an uncoordinated Nash solution, a Nash solution coordinated on the low deficit assumption, two more Nash solutions coordinated on instruments as well as the low deficit assumption, and finally a cooperative solution. By comparing them, we hope to assess the empirical relevance of the new interpretation of the coordination problem. The Nash solutions based on the low deficit assumptions are to be viewed as approximations to coordinated Nash solutions based on information sharing and surveillance, always overstating their case. ; In section II, we provide new simulations from the MCM to illustrate the dynamic paths of four possible outcomes under coordination and to look for indicators. The simulations consider the two scenarios for U.S. government purchases--low and high. Given these two scenarios, two sets of possible responses are considered. The first set of responses correspond to when the policymakers are correct in predicting the path of the U.S. deficit. The second set of responses occur when the policymakers are wrong. The simulations show how much bett
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Volume (Year): (1990)
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