作者: David C. Hoaglin , Roy E. Welsch
DOI: 10.1080/00031305.1978.10479237
关键词: Regression analysis 、 Studentized residual 、 Linear least squares 、 Leverage (statistics) 、 Statistics 、 Mathematics 、 Applied mathematics 、 Influential observation 、 Partial leverage 、 Outlier 、 Data point
摘要: Abstract In least-squares fitting it is important to understand the influence which a data y value will have on each fitted value. A projection matrix known as hat contains this information and, together with Studentized residuals, provides means of identifying exceptional points. This approach also simplifies calculations involved in removing point, and requires only simple modifications preferred numerical algorithms.