A random coefficient model of speculative attacks: The case of the Mexican peso

Joseph Aschheim, Costas Christou (), P. Swamy and George Tavlas

Open Economies Review, 1996, vol. 7, issue 1, 553-571

Abstract: A considerable body of theoretical and empirical literature has developed seeking to explain the timing, magnitude, and mechanics of speculative attacks against currencies. This paper extends the empirical specification of the traditional speculative attack model by developing a random coefficient (RC) model which, as we show, encompasses a variety of fixed-coefficient models as special cases. Two classes of models (fixed- and random-coefficient models) are estimated for the case of Mexican peso over the period January 1988 to Novemeber 1994, while forecasts of the peso/U.S. dollar exchange rate are generated for the period December 1994 through December 1995. The comparison of forecast errors generated by five model specifications indicates that forecasts based on the RC procedures are superior to those based on the fixed-coefficient estimation. It is also shown that there are good theoretical reasons why the RC procedure performs better in prediction than the fixed-coefficient procedure. Copyright Kluwer Academic Publishers 1996

Keywords: Random Coefficient Models; Forecasting; Speculative Attacks; C22; C51; F31; F33 (search for similar items in EconPapers)
Date: 1996
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DOI: 10.1007/BF01886213

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