M AINLY in order to ascertain the importance of speculative influences in the determination of forward exchange rates, Stoll (1968), Kesselman (1971), and Haas (1974) have obtained estimates of the modern theory equilibrium condition that expresses the forward rate as a weighted average of the interest-parity forward rate and the expected spot rate.' While these authors have used different representations for the (unobservable) expected spot rate, all have relied upon distributed-lag formulations of one type or another.2 Recently, however, several economists have argued rather convincingly that there are serious weaknesses inherent in the distributed-lag approach-see, e.g., Gordon and Hynes (1970), Lucas (1972), Sargent (1973), and Rutledge (1974). It would be preferable, these authors have suggested, to adopt the rational expectations hypothesis of J. F. Muth, which asserts that ...expectations, since they are informed predictions of future events, are essentially the same as the predictions of the relevant economic theory.3 The purpose of the present paper is, accordingly, to report estimates of the modern-theory equation obtained under the assumption that expectations are in fact formed rationally. Our analysis also differs from that of Stoll, Kesselman, and Haas in an additional way: Whereas each of these writers assumed (implicitly) that the current spot rate can be viewed as an exogenous, or at least predetermined, variable, our treatment recognizes that spot and forward rates are determined simultaneously.4 Our data, on the other hand, are much the same as those used in the earlier papers. Thus the Canadian-U.S. rate is studied for the same 1953-60 period as was considered by Kesselman and Haas. Our estimation techniquewhich will be outlined belowhas been used previously by Sargent (1973) and McCallum (1976); it is discussed in some detail in the second of these papers.
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