Setting the Model Options

Option Name
Description
Methods
Confidence level
specifies the significance level to use for the construction of confidence intervals.
Statistics
You can choose to include the default statistics in the results or choose to include additional statistics.
Parameter Estimates
Standardized regression coefficients
displays the standardized regression coefficients. A standardized regression coefficient is computed by dividing a parameter estimate by the ratio of the sample standard deviation of the dependent variable to the sample standard deviation of the regressor.
Confidence limits for estimates
displays the 100 open 1 minus alpha close percent. Click image for alternative formats. upper and lower confidence limits for the parameter estimates.
Sums of Squares
Sequential sum of squares (Type I)
displays the sequential sums of squares (Type I SS) along with the parameter estimates for each term in the model.
Partial sum of squares (Type II)
displays the partial sums of squares (Type II SS) along with the parameter estimates for each term in the model.
Partial and Semipartial Correlations
Squared partial correlations
displays the squared partial correlation coefficients computed by using Type I and Type II sums of squares.
Squared semipartial correlations
displays the squared semipartial correlation coefficients computed by using Type I and Type II sums of squares. This value is calculated as sum of squares divided by the corrected total sum of squares.
Diagnostics
Analysis of influence
requests a detailed analysis of the influence of each observation on the estimates and the predicted values.
Analysis of residuals
requests an analysis of the residuals. The results include the predicted values from the input data and the estimated model, the standard errors of the mean predicted and residual values, the studentized residual, and Cook’s D statistic to measure the influence of each observation on the parameter estimates.
Predicted values
calculates predicted values from the input data and the estimated model.
Multiple Comparisons
Perform multiple comparisons
specifies whether to compute and compare the least squares means of fixed effects.
Select the effects to test
specifies the effects that you want to compare. You specified these effects on the Model tab.
Method
requests a multiple comparison adjustment for the p-values and confidence limits for the differences of the least squares means. Here are the valid methods: Bonferroni, Nelson, Scheffé, Sidak, and Tukey.
Significance level
requests that a t type confidence interval be constructed for each of the least squares means with a confidence level of 1 – number. The value of number must be between 0 and 1. The default value is 0.05.
Collinearity
Collinearity analysis
requests a detailed analysis of collinearity among the regressors. This includes eigenvalues, condition indices, and decomposition of the variances of the estimates with respect to each eigenvalue.
Tolerance values for estimates
produces tolerance values for the estimates. Tolerance for a variable is defined as 1 minus , r squared. Click image for alternative formats., where R square is obtained from the regression of the variable on all other regressors in the model.
Variance inflation factors
produces variance inflation factors with the parameter estimates. Variance inflation is the reciprocal of tolerance.
Heteroscedasticity
Heteroscedasticity analysis
performs a test to confirm that the first and second moments of the model are correctly specified.
Asymptotic covariance matrix
displays the estimated asymptotic covariance matrix of the estimates under the hypothesis of heteroscedasticity and heteroscedasticity-consistent standard errors of parameter estimates.
Plots
Diagnostic and Residual Plots
By default, several diagnostic plots are included in the results. You can also specify whether to include plots of the residuals for each explanatory variable.
More Diagnostic Plots
Rstudent statistic by predicted values
plots studentized residuals by predicted values. If you select the Label extreme points option, observations with studentized residuals that lie outside the band between the reference lines r s t u d e n t equals plus minus 2. Click image for alternative formats. are deemed outliers.
DFFITS statistic by observations
plots the DFFITS statistic by observation number. If you select the Label extreme points option, observations with a DFFITS statistic greater in magnitude than 2 , square root of p over n end root. Click image for alternative formats. are deemed influential. The number of observations used is n, and the number of regressors is p.
DFBETAS statistic by observation number for each explanatory variable
produces panels of DFBETAS by observation number for the regressors in the model. You can view these plots as a panel or as individual plots. If you select the Label extreme points option, observations with a DFBETAS statistic greater in magnitude than fraction 2 , over square root of n end fraction. Click image for alternative formats. are deemed influential for that regressor. The number of observations used is n.
Label extreme points
identifies the extreme values on each different type of plot.
Scatter Plots
Fit plot for a single continuous variable
produces a scatter plot of the data overlaid with the regression line, confidence band, and prediction band for models with a single continuous variable. The intercept is excluded. When the number of points exceeds the value for the Maximum number of plot points option, a heat map is displayed instead of a scatter plot.
Observed values by predicted values
produces a scatter plot of the observed values versus the predicted values.
Partial regression plots for each explanatory variable
produces partial regression plots for each regressor. If you display these plots in a panel, there is a maximum of six regressors per panel.
Maximum number of plot points
specifies the maximum number of points to include in each plot.