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Multiple Linear Regression Using Gradient Descent: A Case Study on Thailand Car Sales

机译:使用梯度下降的多元线性回归:泰国汽车销售的案例研究

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摘要

Severe fluctuations in Thailand car sales had enormous impacts on the automobile and related industries. A reliable forecasting model is needed to accurately forecast the car sales for the next production batch. Using ten-year car sales data, this research proposes a machine learningapproach using gradient descent (GD) to fitting multiple linear regression for Thailand car sales forecasts. The resulted forecasting accuracy is then compared with that of a normal equation method (NE) as well as that obtained from a statistical package (SP). First, two independent variables(2IVs): Thailand’s Gross Domestic Product and the 12-month Loan Rate are used in the proposed models. Then, dummy seasonal variables (Season) are added to the regression equations. Finally, dummy event flag variables (Event) are added. Totally, five sets of experiments are conducted.The experiment results show that NE produces the same regression equations as SP. Both GD and NE methods yield exactly the same results for 2IVs, but GD yields slightly less prediction accuracy than NE’s in Season and Event experiments. This research concludes that gradient descent hascomparable forecasting accuracy to those from other methods. Nevertheless, when the regression contains dummy variables, caution is recommended.
机译:泰国汽车销售的严重波动对汽车和相关行业产生了巨大影响。需要可靠的预测模型来准确预测下一个生产批次的汽车销售。使用十年的汽车销售数据,本研究提出了一种使用梯度下降(GD)的机器学习以适应泰国汽车销售预测的多个线性回归。然后将得到的预测精度与正常方程方法(NE)以及从统计包(SP)的预测精度进行比较。首先,两个独立变量(2IV):泰国的国内生产总值和12个月的贷款率在拟议的模型中使用。然后,将伪季节变量(季节)添加到回归方程中。最后,添加了虚拟事件标志变量(事件)。完全,进行了五组实验。实验结果表明,NE产生与SP相同的回归方程。 GD和NE方法都产生了2IV的完全相同的结果,但GD略低于季节和事件实验的NE的预测精度略低。该研究得出结论,梯度下降与其他方法的梯度下降有可分解的预测准确性。然而,当回归包含虚拟变量时,建议小心。

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