测量向量自回归和时间序列回归模型的预测性能

A. Taiwo, T. Olatayo
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引用次数: 5

摘要

相关和回归是确定两个或多个变量之间关系的传统方法。当变量是多个且认为因变量有解释变量时,则使用向量自回归模型确定变量之间的结构关系。如果这些变量是协整的,VAR模型是不合适的,但我们的重点是结构关系和衡量VAR和时间序列回归与滞后解释变量的预测绩效。分析了尼日利亚一些经济系列(政府收入和支出,通货膨胀率和投资)数据,并使用均方根预测误差(RMSFE)和平均绝对百分比预测误差(MAPFE)作为衡量标准。Meta诊断工具显示,VAR模型优于时间序列回归与滞后解释变量模型。VAR模型的预测值更真实,更能反映预测评价工具所反映的尼日利亚当前经济现实。
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Measuring forecasting performance of vector autoregressive and time series regression models
Correlation and Regression are the traditional approach of determining relationship between two or more variables. When the variables are multiple and the dependent variable is considered having an explanatory variable, then a Vector Autoregressive model is used to determine the structural relationship between the variables. If these variables are co-integrated, VAR model is not appropriate, but our focus is on the structural relationship and measuring forecast performance of a VAR and Time series regression with Lagged Explanatory Variables. Some Nigerian economic series (Government Revenue and Expenditure, Inflation Rates and Investment) data were analysed and the Root mean Square forecast Error (RMSFE) and Mean Absolute Percentage Forecast Error (MAPFE) are used as measurement criteria. The VAR model was found to be better than Time series regression with Lagged Explanatory Variables model as indicated by Meta diagnostic tools. The forecast values from the VAR model is more realistic and closely reflect the current economic reality in Nigeria indicated by the forecast evaluation tools.
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