摘要
在一元线性回归模型中,对最小二乘估计量的有效性进行了研究.结合期望和方差的性质,从不同的角度,采用比较法和微分法,对估计量的有效性进行了证明,并推导出一致的结论.
The effectiveness of the least squares estimator in single variable linear regression model was studied. From different perspectives, the comparative method and differentiation method were applied to prove the effectiveness of the estimator in accordance with properties of expectation and variance. Finally,the consistent result was derived from the two methods.
出处
《上海工程技术大学学报》
CAS
2011年第3期266-268,共3页
Journal of Shanghai University of Engineering Science
基金
上海工程技术大学建设与培养高素质应用型人才相适应的基础学科基地资助项目(A-3500-11-10)
关键词
有效性
最小二乘估计量
回归分析
effectiveness
least squares estimator
regression analysis