#vifs_box;This panel displays the estimated variance inflation factors (VIFs) for the model coefficients, calculated by successively modeling each non-intercept column of the design matrix as a function of the other columns, using a linear model. For each variable, the VIF is obtained as 1/(1-R^2), where R^2 is the coefficient of determination of the linear model. In an ordinary least squares regression analysis, the VIF provides a measure of the increase in a coefficient's variance caused by collinearity with the other predictors in the model. The VIF for a predictor is 1 when the corresponding column of X is orthogonal to all other columns, and larger than 1 otherwise.
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