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Functional regression models for South African economic indicators: a growth curve perspective

机译:南非经济指标的功能回归模型:增长曲线视角

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摘要

In this paper, we compare three functional regression models from a growth curve perspective to predict the relationship between two economic variables, specifically we compare a functional concurrent model, a functional historical model and a functional autoregressive model (FAR). The dependent and the independent variables are cumulated over the annual time window for the growth curve analyses. These models are used to predict exports (real) for the South African economy in terms of electricity demand. The data analysed consist of 33 years of exports (in ZAR million) at annual quarterly frequency, and electricity demand (in GwH) at monthly totals. Exploratory analysis included phase-plane plots for the two series. For the prediction exercise, the baseline concurrent model was evaluated against the other two models, and their performance compared using the root-mean-square error (RSME) measure, the relative performance in terms of the ratio of the RMSEs, and a Kolmogorov-Smirnov based hypothesis test to compare the distributions of the RMSEs of the models. Our results show that from the growth curve perspective, for the prediction of exports in terms of electricity for the SA economy, the FAR model of lag(l) outperforms both the concurrent model and the historical model by far.
机译:在本文中,我们从增长曲线的角度比较了三种功能回归模型,以预测两个经济变量之间的关系,特别是,我们比较了功能并行模型,功能历史模型和功能自回归模型(FAR)。在年度时间窗内累计因变量和自变量,以进行增长曲线分析。这些模型用于根据电力需求预测南非经济的出口(实际)。分析的数据包括按年季度频率的33年出口(百万南非兰特)和按月总计的电力需求(按GwH)。探索性分析包括两个系列的相平面图。在预测活动中,针对其他两个模型评估了基线并发模型,并使用均方根误差(RSME)度量,RMSE比率和Kolmogorov-基于Smirnov的假设检验可比较模型的RMSE分布。我们的结果表明,从增长曲线的角度来看,就南非经济的电力出口预测而言,lag(l)的FAR模型远远优于并发模型和历史模型。

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  • 来源
    《OPEC Review》 |2019年第2期|217-237|共21页
  • 作者单位

    Department of Statistics, Nelson Mandela University, Port Elizabeth, South Africa;

    Department of Statistics, Nelson Mandela University, Port Elizabeth, South Africa,Advanced Mathematical Modelling, Modelling and Digital Science, Council for Scientific and Industrial Research, PO Box 395, Pretoria 0001, South Africa;

    School of Mathematics and Statistics, University of Glasgow, Glasgow, UK;

    Department of Statistics, Nelson Mandela University, Port Elizabeth, South Africa;

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