topic How to build a Proc Mixed model: repeated pig data ? in SAS Procedures

How to build a Proc Mixed model: repeated pig data ?

JeffNCSU — Tue, 07 Aug 2012 21:58:46 GMT

About data:

(1) Prepared 4 different diets for pig industry:

diet	Ingredient A	Ingredient B
A_low_B_low	Low	Low
A_high_B_low	High	Low
A_low_B_high	Low	High
A_high_B_high	High	High

(2) Twelve (12) group pigs were randomly assigned to one of the diets, so 3 group pigs per diet treat.

(3) Twelve group pigs' weight (total) was monitored for 30 days (daily total weight).

The following questions might be asked:

(1) Does the ingredient A affect pig performance?
(2) Does the ingredient B affect pig performance?
(3) Does age affect pig performance?
(4) Is there evidence of interactions among ingredient A, B and Age?

I have tried to build the flowing model, but I am not so sure it is correct, please help:

Title "proc mixture";

proc mixed data=pigs;

Class group ingredA ingredB Age ;

Model Weight =ingredA|ingredB;

random group;

repeated Age/type=cs subject=group;

run;

Re: How to build a Proc Mixed model: repeated pig data ?

SteveDenham — Wed, 08 Aug 2012 12:22:00 GMT

This is close, but does not address possible interactions between age and the ingredients. How about:

proc mixed data=pigs;

Class group ingredA ingredB Age ;

Model Weight =ingredA|ingredB|Age;

random group;

repeated Age/type=cs subject=group;

run;

There are several other covariance structures you may want to investigate. In particular, heterogeneous compound symmetry (type=csh), and, if the age variable is equally spaced in time, autoregressive structures such as ar(1) and arh(1).

In addition, if the interaction of Age with the dietary factors is significant (either two-way or three-way), when it comes time to compare marginal means using the lsmeans statement, you will want to look at the AT= option.

I would strongly recommend looking at Littel et al.'s SAS for Mixed Models, 2nd ed., which is a storehouse of information on repeated measures analysis of covariance.

Steve Denham