Interpreting Three-way Interactions Using SAS - Semantic Scholar
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Interpreting Three-way Interactions Using SAS - Semantic Scholar
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Paper ST-139 Interpreting Three-way Interactions Using SAS® Anh Le and Maribeth Johnson Medical College of Georgia, Augusta, GA ABSTRACT When factors such as treatment group, sex, or race are in interaction with a continuous variable, testing for homogeneity of slopes is straightforward. However, when there is a significant 3-way interaction between two continuous variables and a categorical variable for analysis of a continuous dependent variable, the interpretations become complex. The next step should be to look at the parameter estimates to look for trends for interpretation purposes but this is a daunting task since the interaction involves multiple continuous values. This paper will present an approach that will dichotomize one of the continuous variables at the median, obtain the parameter estimates of the slopes for the all combinations of categorical variables, and then graphically represent the separate trends across the levels of the continuous variable. The technique is then repeated for the other continuous variable. The method requires assessing two different graphs where the dependent variable is regressed over a different continuous variable in each graph. This has proven to be an easier approach for interpretation and graphically reporting of the outcomes. INTRODUCTION Adolescence is a period of rapid growth and development during which youth undergo changes in not only adiposity but also bone mineral density (BMD). This early development has life-long consequences for health. It has been shown that osteoporosis ordinarily occurs late in life due to age-related reductions in bone mineral density as shown in Figure 1 [1]. Thus, it is important to understand the influences on the development of body composition early in life. Our goal in this analysis is examine the relationship between BMD with predisposing factors such as RACE, SEX, and AGE and percent body fat (PERFAT). Figure 1. Changes in BMD with respect to age. 1.8
BMD (g/sq cm)
1.6 1.4 1.2 1 0.8 0.6
Male Fe male
0.4 0.2 0 10 20 30 40 50 60 70 80 Age
1
The data analyzed were from a cross-sectional study among high school youths in the Augusta area that was part of the Lifestyle, Adiposity, and Cardiovascular Health of Youths (LACHY) project [R01HL064157]. Our study (N=661) consisted of four subgroups: 169 white males, 170 white females, 163 black males, and 159 black females. All the subjects were between 13 to 19 years of age. PERFAT and BMD (g/cm2) were calculated from body composition measurements using DXA (dual-energy X-ray absorptiometry) with test-retest reliability of 0.99 [2]. EXPLORING THE DATA Using PROC UNIVARIATE, we were able to detect that BMD was not normally distributed (Kolmogorov’s p F