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Dynamic Inconsistency and Self-Fulfilling Expectation Equilibrium

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1 Dynamic Inconsistency and Self-Fulfilling Expectation Equilibrium
Maurice Obstfeld

2 Dynamic inconsistency and currency crises(Barro-Gordon Type)
Government Objective: Expectations-augmented Phillips Curve =the change in the exchange rate(+ or -) =output target =natural output =domestic price setters expectations of based on lagged information =i.i.d., zero-mean shock y* u Assume: Dynamic inconsistency

3 Government can choose after observing u; unlike price setters.
Any depreciation ( )has a cost Any appreciation has a cost :c(low u) for appreciation, or c(high u) for depreciation. If u is between low u and high u the fixed rate is Maintained. Given u<low u, or u> high u the government chooses: With an output level:

4 2. Solving for high u and low u:
I. Values Policy loss function (Ignoring the fixed cost): 2. Solving for high u and low u:

5 Rational expectations of next period , given the price expectation is:
, uniform distribution. Rational expectations of next period , given the price expectation is:

6 45 degrees Three Equilibria


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