Nonlinear deterministic forecasting of daily dollar exchange rates |
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Authors: | Liangyue Cao Abdol S. Soofi |
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Affiliation: | a Department of Mathematics, University of Western Australia, Nedlands, WA 6907, Australia;b Department of Economics, University of Wisconsin–Platteville, and Visiting Scholar, School of Business Administration, University of Wisconsin–Milwaukee, Business Administration Building, P.O. Box 742, Milwaukee, WI 53201, USA |
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Abstract: | We perform out-of-sample predictions on several dollar exchange rate returns by using time-delay embedding techniques and a local linear predictor. We compared our predictions with those by a mean value predictor. Some of our predictions of the exchange rate returns outperform the predictions of the same series by the mean value predictor. However, these improvements were not statistically significant. Another interesting result in this paper which was obtained by using a recently developed technique of nonlinear dynamics is that all exchange rate return series we tested have a very high embedding dimension. Additionally, evidence indicates that these series are likely generated by high dimensional systems with measurement noise or by high dimensional nonlinear stochastic systems, that is, nonlinear deterministic systems with dynamic noise. |
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Keywords: | Exchange rates Time series Embedding dimension Nonlinear forecasting |
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