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Exchange Rate Economics: Theories and Evidence

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332 Speculative attack models <strong>and</strong> contagion<br />

of devaluation than the purely fundamentals-based model because it is capturing<br />

sunspot activity.<br />

Jeanne (1997) estimates a variant of (13.42) using maximum likelihood methods<br />

for the French franc ERM crises,using monthly data from 1991 to 1993. He finds<br />

that the jumps in expectations that occurred in September 1992,the first quarter<br />

of 1993 <strong>and</strong> July 1993 are not well explained by the fundamentals alone but are<br />

well explained when a regime switch is allowed for. This is interpreted as prima<br />

facie evidence that the crises are better interpreted as self-fulfilling. Martinez-Peria<br />

(1997) has applied the Markov–Switching methodology,with some success,to a<br />

broader range of EMS currencies. Cerra <strong>and</strong> Saxena (2000) has applied it to the<br />

1997 crises of the Indian rupiah.<br />

However,there have been a number of criticisms levelled against the kind of<br />

empirical evidence presented in this section. First,favourable results,such as those<br />

generated by Jeanne <strong>and</strong> Masson from a Markov–Switching model,could simply<br />

reflect some form of omitted variable bias. For example,the reduced form of<br />

Jeanne <strong>and</strong> Masson does not contain a variable which first generation models indicate<br />

as important,namely,foreign exchange reserves. Second,the reduced-form<br />

nature of the model makes it possible to interpret the results in a different way,<br />

perhaps due to rational learning. For example,Krugman considers an economy<br />

with a steadily rising unemployment rate in which market participants believe the<br />

government will devalue when the unemployment rate reaches between 12% <strong>and</strong><br />

14%. This means that devaluation expectations will jump up when unemployment<br />

reaches 12% <strong>and</strong> fall back when it exceeds 14%. Such behaviour would be<br />

observationally equivalent to a self-fulfilling jump in expectations,but it is simply<br />

a reflection of rational learning process. Alternatively,such results could reflect<br />

informational asymmetries. For example,in the model of Caplin <strong>and</strong> Leahy (1994),<br />

much as in the market microstructural models of Chapter 14,agents receive private<br />

information <strong>and</strong> do not immediately reveal this to the rest of the market because<br />

they have to pay a fixed cost to reallocate their portfolios. When some threshold<br />

is reached investors withdraw from a market en mass <strong>and</strong> the information gets<br />

aggregated,thereby precipitating the crash. The informational cascade models<br />

of Banerjee (1992); Bikhch<strong>and</strong>ani et al. (1992) <strong>and</strong> Chari <strong>and</strong> Kehoe (2003) also<br />

rely on the dispersal of private information amongst investors. In these models<br />

investors receive information sequentially <strong>and</strong> each investor observes the prior<br />

decisions of the last investor in the chain. In these models if the signals are noisy<br />

it may be optimal for the investor to ignore her private information <strong>and</strong> simply<br />

imitate the decision made by previous investors. Such repeated imitation could<br />

lead to an outcome very similar to that uncovered by the Markov–Switching<br />

models. The main problem with models which rely on private information is<br />

that most information of relevance to foreign exchange markets is public <strong>and</strong> of<br />

that which is not – such as the order flow – will be disseminated pretty rapidly<br />

if it is of sufficient import to result in the collapse of a currency. As we have<br />

noted earlier,speculative attack models have also been criticised from a theoretical<br />

perspective.

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