MARGINS model-effects </ options>;
The MARGINS statement computes and compares predictive margins of fixed effects. The predictive margin for a specific level (group) of a fixed effect represents the average predicted response if all the observations in the data set were in that group (Lane and Nelder 1982; Chang, Gelman, and Pagano 1982). You can compute predictive margins for any effect in the MODEL statement that involves only classification variables.
Table 7 summarizes the options available in the MARGINS statement.
Table 7: MARGINS Statement Options
| Option | Description |
|---|---|
| Construction and Computation of Predictive Margins | |
| AT | Modifies the covariate value in computing predictive margins |
| DIFF | Computes differences of predictive margins |
| SLICEBY= | Partitions tests of interaction effects |
| SLICEDIFF | Computes differences of sliced predictive margins and determines the types of differences |
| USEWEIGHT | Specifies whether to use WEIGHT variables to compute predictive margins |
| Degrees of Freedom and p-Values | |
| ADJUST= | Specifies the method of multiple comparison adjustment of predictive margin differences |
|
ALPHA= |
Specifies the confidence level ( |
| STEPDOWN | Adjusts multiple comparison p-values further in a step-down fashion |
| Statistical Output | |
| CL | Constructs confidence limits for predictive margins and/or predictive margin differences |
For more information about the syntax of the MARGINS statement, see the section MARGINS Statement in ChapterĀ 20, Shared Concepts and Topics.
Note: By default, chi-square and z tests are produced, and weights are not used in the computations. If your model has classification variables, then the MARGINS statement is allowed only if you also specify the PARAM=GLM option.