AFRIMA Model Forecast Performance: An Empirical Study using Naira-Yuan Exchange Rate

Chibuzo G. Amaefula, Onyinemi O. Oputa
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Abstract

In financial time series and econometrics, some macroeconomic variables exhibit long memory features that may not be best described using short memory models like ARIMA. This paper, however, is structured to compare different fractional integration in AFRIMA forecast performance for the Naira-Yuan exchange rate. The empirical monthly data set used covered the period from January 1981 to December 2022. Fractional integration test are based on the ADF unit root test and the auxiliary autoregressive order three (AAR(3)) order of integration test. Model estimation is support by the Marquart algorithm for calculating least squares estimates and performance comparison is based on the Amaefula forecast criterion (AFC). The result specified that AFRIMA (1, d, 1) where I(d = 0.07891) is more appropriate and has the best forecast performance compared to others. The result also reveals that AFRIMA model yield better and more precise forecasts when fractional integration is closer to zero that is, I(d→0) than when I(d→½). Therefore, AFRIMA models can be useful in studying exchange rate dynamics for risk-averse and risk incline in times of investment and profitability in the long-run.
AFRIMA 模型的预测性能:使用奈拉-人民币汇率的实证研究
在金融时间序列和计量经济学中,一些宏观经济变量表现出长记忆特征,而这些特征可能无法用 ARIMA 等短记忆模型进行最佳描述。然而,本文在结构上比较了 AFRIMA 中不同分数积分对奈拉-人民币汇率的预测性能。使用的经验月度数据集涵盖 1981 年 1 月至 2022 年 12 月。分数积分检验基于 ADF 单位根检验和辅助自回归三阶(AAR(3))积分检验。模型估计采用计算最小二乘估计值的 Marquart 算法,性能比较基于 Amaefula 预测标准(AFC)。结果表明,I(d=0.07891) 的 AFRIMA (1, d, 1) 更为合适,与其他预测相比具有最佳预测性能。结果还显示,当分数积分接近零,即 I(d→0)时,AFRIMA 模型比 I(d→½)时的预测结果更好、更精确。因此,AFRIMA 模型在研究长期投资和盈利时的风险规避和风险倾向的汇率动态时非常有用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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