I have a one-factor repeated measures design; this works fine for the main effect:
proc glm;
class;
model Meana Meanb Meanc Meand Meane Meanf Meang Meanh= /nouni;
repeated Segment 8;
run;
I have tried every syntax I could think of to carry out contrasts comparing level 1 to 5, and level 3 to 7, but none produces any contrast output. Here is one example of my statements (yes, I have tried putting the contrast statement before the repeated statement):
proc glm;
class;
model Meana Meanb Meanc Meand Meane Meanf Meang Meanh= /nouni;
repeated Segment 8;
contrast '1 v. 5' 1 0 0 0 -1 0 0 0, '3 v. 7' 0 0 1 0 0 0 -1 0;
run;
If you are going to use PROC GLM, the CONTRAST transformation on the REPEATED statement generates contrasts between levels of the factor and a reference level. By default, the procedure uses the last level as the reference level; you can optionally specify a reference level in parentheses after the keyword CONTRAST. You will need to add the SUMMARY option to the REPEATED statement that will provide the respective results. For example,
repeated segment 8 / summary;
You would have results for 7 contrasts comparing each segment to segment 8. The results are shown under Contrast_Variable: Segment 1, Contrast_Variable: Segment 2,...Contrast_Variable: Segment 7.
Note the PROC GLM documentation provides a Repeated Measures Example using Polynomial Transformation located that might be helpful resource. I would also recommend reviewing the REPEATED statement SYNTAX that provides additional information.
You can specify
repeated segment 5 / summary;
and that will provide segment 3 vs segment 5 comparison.
Another approach rather than using PROC GLM you might consider using PROC MIXED. You would need to restructure the data to univariate style, specify TYPE= covariance structure and then you can write specific CONTRASTS. Note most researchers use PROC MIXED rather than PROC GLM. The following paper
https://support.sas.com/rnd/app/stat/papers/mixedglm.pdf
provides an example of doing a repeated measures using PROC GLM and PROC MIXED.
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