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Studentized Deleted Residuals

The deleted residual and Studentized residual approaches can be combined for a more powerful test in a process of dividing the deleted residual, 4, by the standard deviation of the deleted residual. [Pg.336]

MSe) = mean square error of the regression without the /th value in the regression equation. [Pg.337]

in practice, the tc formula is cumbersome, because MSe, must be repeatedly calculated for each new t,. [Pg.337]

if the statistical software package one is using does not have the ability to perform the test, it can easily be adapted to do so. Just use the form  [Pg.337]

Those values high in absolute terms are potential problems in the y,- values— perhaps even outliers. A formal test—a Bonferroni procedure—can be used to determine not the influence of the y, values, but whether the largest absolute values of a set of y, values may be outliers. [Pg.337]


Under the assumption that the residuals are independent, normally distributed with mean 0 and constant variance, when the sample size is large, studentized residuals greater than 2 are often identified as suspect observations. Like standardized residuals, studentized residuals are not bound by —oo and +oo, but are bounded by - /(n — p) (Gray and Woodall, 1994). An alternative statistic, one that is often erroneously interchanged with standardized residuals, are studentized deleted residuals, which are sometimes called jackknifed... [Pg.71]

Instead of removing a specific value, an analogy to a trim mean might be employed. Say 10% of the most extreme absolute residual values. Cook s distance values, or deleted Studentized values are simply removed this is 5% of the extreme positive residuals and 5% of the negative ones. This sort of determination helps prevent distorting the data for one s gain. [Pg.340]


See other pages where Studentized Deleted Residuals is mentioned: [Pg.72]    [Pg.336]    [Pg.271]    [Pg.271]    [Pg.72]    [Pg.336]    [Pg.271]    [Pg.271]    [Pg.106]    [Pg.228]    [Pg.249]   


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