Dynamic Games and the Time Inconsistency of Optimal Policy in Open Economies

Marcus Miller and Mark Salmon

No 27, CEPR Discussion Papers from C.E.P.R. Discussion Papers

Abstract: In this paper the Maximum Principle is used to derive optimal policies for linear-quadratic, continuous-time economic systems where there may be more than one policy-maker and where the private sector may have rational expectations. The analogy between solving full-information differential games and designing policy in the presence of forward-looking expectations is explored first, before these two problems are considered in combination. Both the "term inconsistent" optimal policy which arises from strategic asymmetries, and various time consistent alternatives are discussed; and the approach is illustrated with an application to fiscal stabilisation policy in a Common Market.

Keywords: Continuous-Time Economic System; Fiscal Stabilization; Full-Information Differential Games; Maximum Principle (search for similar items in EconPapers)
Date: 1984-08
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Related works:
Journal Article: Dynamic Games and the Time Inconsistency of Optimal Policy in Open Economies (1985)
Working Paper: Dynamic Games and the Time Inconsistency of Optimal Policy in Open Economies (1983)
Working Paper: Dynamic Games and the Time Inconsistency of Optimal Policy in Open Economies (1983)
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