分位数回归替代多元线性回归的分析(以出生体重数据为例)

Sidi Zibokeyerin Geoffrey, S.E Obamiyi, B. Badeji-Ajisafe, Bose Ayogu, Kehinde Abiola, O. B. Abiola
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引用次数: 0

摘要

本研究使用出生体重数据检验分位数回归(QR)和多元回归(MR)。首先对数据进行异方差检验,得出本研究数据存在异方差的结论。普通最小二乘法(OLS)和QR的拟合结果表明,妊娠期的估计系数为正,该变量对出生体重有显著影响。首先拟合了母亲年龄、胎次、妊娠期和母亲身高4个解释变量与应答变量婴儿体重的多元回归模型,决定系数为65.58%。多元回归参数的显著性检验表明,除宇称性外,所有预测变量在5%的显著性水平下均显著。这意味着妊娠期、母亲的年龄和母亲的身高对婴儿体重有显著影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of Quantile Regression as an Alternative to Multiple Linear Regression: (A Case Study of Birth Weight Data)
The study examine the Quantile Regression (QR) and Multiple Regression (MR) using birth-weight data. The data was first subjected to heteroskedasticity test, and it was concluded that there is existence of heteroskedasticity in the data for the study. The result of fitting an Ordinary Least Square (OLS) regression as well as the result from the QR shows that the estimated coefficient for the gestation positive and has significant impact of this variable on birth weight. The multiple regression model of four explanatory variables, viz: Mother age, Parity, Gestation and maternal height and the response variable (Baby Weight) was first fitted with the coefficient of determination of 65.58%. The test on the significance of the parameters for the multiple regression revealed that all the predictor variables are significant at 5% level of significance, except parity. This means that gestation, mother's age, and maternal height contributed significantly to the baby weight.
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