首页> 外文期刊>Margin: The Journal of Applied Economic Research >Long-memory Modelling and Forecasting of the Returns and Volatility of Exchange-traded Notes (ETNs)
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Long-memory Modelling and Forecasting of the Returns and Volatility of Exchange-traded Notes (ETNs)

机译:交易所交易票据(ETN)收益和波动率的长内存建模和预测

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This research provides evidence in determining the predictability of exchange-traded notes (ETNs). It utilises commodity, currency and equity ETNs as data samples, and examines the performance of the three combinations of long-memory models, that is, autoregressive fractionally integrated moving average and generalised autoregressive conditional heteroskedasticity (ARFIMA-GARCH), autoregressive fractionally integrated moving average and fractionally integrated generalised autoregressive conditional heteroskedasticity (ARFIMA-FIGARCH) and autoregressive fractionally integrated moving average and hyperbolic generalised autoregressive conditional heteroskedasticity (ARFIMA-HYGARCH), and three forecasting horizons, that is, 1-, 5- and 20-step-ahead horizons, to model ETNs returns and volatilities. The article finds long-memory processes in ETNs; however, dual long-memory process in returns and volatilities is not verified. The research also poses a challenge to the weak-form efficiency hypothesis of Varna (1970) because lagged changes determine future values, especially in volatility. The findings also show that differences in the characteristics of commodity, currency and equity ETNs are not concluded because of similarities in ETN traits and several insignificant results. However, the presence of intermediate memory was identified, and should serve as a warning sign for investors not to keep these investments in the long run. Lastly, the ARFIMA-FIGARCH model has a slight edge over the ARFIMA-GARCH and ARFIMA-HYGARCH specifications using 1 -, 5- and 20-forecast horizons.
机译:这项研究为确定交易所买卖票据(ETN)的可预测性提供了证据。它使用商品,货币和股票ETN作为数据样本,并检查了长记忆模型的三种组合的性能,即自回归分数积分移动平均值和广义自回归条件异方差(ARFIMA-GARCH),自回归分数积分移动平均值和分数积分广义自回归条件异方差(ARFIMA-FIGARCH)和自回归分数积分移动平均和双曲线广义自回归条件异方差(ARFIMA-HYGARCH),以及三个预测范围,即1步,5步和20步超前视野,以模拟ETN的收益率和波动率。本文发现了ETN中的长内存过程;但是,收益率和波动率的双重长记忆过程尚未得到验证。该研究还对Varna(1970)的弱形式效率假设提出了挑战,因为滞后的变化决定了未来的价值,尤其是波动性。研究结果还表明,由于ETN特征相似且结果微不足道,因此未得出商品,货币和股票ETN的特征差异。但是,已经确定了中间记忆的存在,并且应该作为警告信号,警告投资者不要长期保留这些投资。最后,ARFIMA-FIGARCH模型相对于使用1、5和20个预测层位的ARFIMA-GARCH和ARFIMA-HYGARCH规范略有优势。

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