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A Comparion of Ordinary Least Squares Regression and Least Squares Ratio via Generated Data

机译:普通最小二乘回归和最小二乘比的生成数据比较

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摘要

Regression Analysis (RA) is one of the most used tools for functional relationship. The Ordinary Least Squares (OLS) method is the basic technics of RA. In this study we introduce one of the robust regression approaches, called Least Squares Ratio (LSR), and make a comparison of OLS and LSR according to mean square errors of regression parameter estimations. In this study for certain theoratical model, we generate data for different sample sizes, error variances and number of outliers. It is found that no matter what the sample size is LSR always performs well when there is 1 or more outliers.
机译:回归分析(RA)是功能关系最常用的工具之一。普通最小二乘(OLS)方法是RA的基本技术。在这项研究中,我们介绍了一种鲁棒的回归方法,即最小二乘法(LSR),并根据回归参数估计的均方误差对OLS和LSR进行了比较。在本研究中,对于某些理论模型,我们生成了不同样本大小,误差方差和异常值数量的数据。结果发现,无论存在多大的异常值,无论样本大小是多少,LSR总是表现良好。

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