Cointegration and exchange market efficiency: An analysis of high frequency data
Adrian Trapletti, Alois L. J. Geyer, Friedrich Leisch
Abstract
Open-access reader
Adrian Trapletti, Alois L. J. Geyer, Friedrich Leisch
Abstract
Open-access reader
A cointegration analysis on a triangle of high frequency exchange rates is presented. Market efficiency requires the triangle to be cointegrated and the cointegration term to be a martingale difference sequence. We find empirical evidence against market efficiency for very short time horizons: The cointegration term does not behave like a martingale difference sequence. In an out-of-sample forecasting study the cointegrated vector autoregressive (VAR) model is found to be superior to the naive martingale. Finally, a simple trading strategy shows that the VAR also has a significant forecast value in economic terms even after accounting for transaction costs. (author's abstract)
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A cointegration analysis on a triangle of high frequency exchange rates is presented. Market efficiency requires the triangle to be cointegrated and the cointegration term to be a martingale difference sequence. We find empirical evidence against market efficiency for very short time horizons: The cointegration term does not behave like a martingale difference sequence. In an out-of-sample forecasting study the cointegrated vector autoregressive (VAR) model is found to be superior to the naive martingale. Finally, a simple trading strategy shows that the VAR also has a significant forecast value in economic terms even after accounting for transaction costs. (author's abstract)
Key concepts: Cointegration, Econometrics, Martingale (probability theory), Economics, Martingale difference sequence, Autoregressive model, Transaction cost, Vector autoregression