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* Division of Nutritional Epidemiology, The National Institute for Environmental Medicine, Karolinska Institutet, Stockholm, Sweden and
Department of Sociology and Anthropology, Purdue University, Lafayette, IN
2 To whom correspondence should be addressed. E-mail: weismayerc{at}gmail.com.
| ABSTRACT |
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KEY WORDS: diet factor analysis dietary pattern food frequency questionnaire stability
Factor analysis has been used increasingly to help explain the occurrence of chronic diseases associated with dietary factors because factor analysis by-passes the problem that plagues single-food analysis, i.e., multiple dietary confounders (15). The stability of dietary patterns over time is important because stable dietary pattern scores, which aim to measure dietary patterns, should reflect eating behavior with accuracy even several years after baseline data collection without introducing an increasing measurement error with time. Consequently, the cost of maintaining large prospective cohorts would decrease because stable dietary patterns would not require frequent updates of dietary exposures. The question is important because recent publications use dietary pattern scores to predict health outcomes. One study updated exposures every 2 y (6), whereas 3 studies did not update exposures but followed up disease outcomes 9.3 (7), 10 (8), and 23 y (9) after baseline. Thus, assumptions about the stability of pattern scores vary widely in current research.
Despite these important implications, very little is known about the stability of diet over time. Shorter-term (up to 1 y of follow-up) methodological studies of FFQ focused on shorter-term reproducibility of pattern scores, and observed high correlations between pattern scores at baseline and after a 1-y follow-up (10,11). Khani et al. (10) identified healthy, Western, and drinker patterns and correlations of 0.63, 0.68, and 0.73 after 1 y, respectively, by analyzing a different subsample of the Swedish Mammography Cohort. Hu et al. (11) identified a prudent pattern and a Western pattern; the correlations between the 2 FFQ were 0.70 for the prudent pattern and 0.67 for the Western pattern, also after a 1-y follow-up. Both of these studies were smaller and analyzed food groups of nutritionally similar items.
None of the previous studies focused on the internal stability of dietary patterns, although it is possible that high correlations between pattern scores are found for a population at baseline and at follow-up, despite large changes in the internal stability of a pattern. We define internal stability as a lack of change in the correlations between the specific food items that define a pattern as well as stability of the means and SD of these items. As these variables change, these changes can offset each other to produce identical dietary pattern scores in a population and give an impression of stable patterns. None of the previous studies used confirmatory factor analysis, a more advanced method of analyzing factor structures, which is appropriate after the existence of a factor has been explored (12). The additional value of the present study is that with confirmatory factor analysis, these instabilities can be quantified and tested for significance.
| SUBJECTS AND METHODS |
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The data analyzed in this study comprise a subset of the Swedish Mammography Cohort. To evaluate the stability of dietary patterns (identified by exploratory and validated with confirmatory analysis) over time, we analyzed data from 4 randomly selected subsets with 1000 participants each, who completed 2 identical FFQ (at baseline and after 4, 5, 6, or 7 y). This design was chosen over 1 subgroup with multiple follow-ups to avoid survey learning effects.
Food groupings. The self-administrated FFQ asked women about their mean intake of 67 food items over the past 6 mo. In general, the use of self-administered FFQ was found to yield valid and reliable results in an elderly Dutch population (13). Factor analysis with this specific survey also found yielded reproducible and valid factor scores (10).
For each food item, there were 8 frequency response categories, defined as follows: never/seldom, 13 times/mo, 1 time/wk, 23 times/wk, 46 times/wk, 1 time/d, 23 times/d, and
4 times/d. To reduce the complexity of the data, we combined some of the food items into groups. After recoding the responses as frequencies per day and grouping food items, 25 food groups were retained for analysis. The grouping scheme was based on the similarity of nutrient profiles or culinary usage among the foods and was the same as that used in a previous study of the Swedish Mammography Cohort (10) (Appendix 1).
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After confirmed factor loadings were calculated, confirmed factor scores were calculated by standardizing each food group frequency and multiplying these standardized scores by the confirmed loadings for each food group. The results of these multiplications were then summed for each pattern and each person to obtain dietary pattern scores for the population.
To measure the stability of the factor scores over time, we calculated a Spearman correlation coefficient between factor scores at baseline and at follow-up for all 4 groups and all identified patterns for both explored and confirmed factor scores.
To measure internal stability of patterns, we tested the significance of changes in the covariance matrix between baseline and follow-up. Covariance matrices take into account correlations between the specific food items that define a pattern as well as the means and SD of these items. In the hypothesized covariance matrix, those items that are not included in a confirmed factor are hypothesized to be 0, i.e., the more the observed covariance deviates from this assumption, the higher the
2 and the lower the overall fit of the model and the higher the statistical significance of the difference between the observed and hypothesized matrices. We evaluated only the size of the differences in the covariance matrices at baseline and at follow-up for all of those food groups with an explored or confirmed loading >0.2 in any of the 4 groups at either baseline or follow-up. We then tested whether the difference between the hypothesized and observed covariance was significant. A significant difference between the 2 matrices indicates that a pattern is not internally stable (15). The test of equal covariance matrices complements the information obtained from calculating correlation coefficients between factor scores, because a factor score summarizes a complex dietary pattern with a single score. Pattern scores can be highly correlated even if the underlying factor loadings, means, and SD of the food groups that define the pattern undergo drastic changes, if these changes offset each other. Therefore, highly correlated factor scores at baseline and at follow-up may give an incomplete picture and may be misunderstood to represent stable and thus unchanged behavior.
| RESULTS |
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0.01) that 3, 7, 8, and 11 of the 18 food groups underwent significant changes after 4, 5, 6, and 7 y.
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| DISCUSSION |
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However, the confirmed alcohol pattern and Western pattern (which had the highest Spearman correlations between pattern scores after 7 y) showed significant internal instabilities, indicating that the high confirmed correlations do not reveal shifts in the composition of the pattern. It is important to note that a similar conclusion would be difficult to draw with traditional methods because the conventional focus on correlations between dietary pattern scores is incapable of detecting shifts that offset each other within a dietary pattern. Our findings highlight the existence of a difference between the stability of an overall pattern score (explored or confirmed) and the stabilities of those coefficients that are needed to calculate the score. Ideally, longitudinal studies should base their conclusions not only on highly correlated dietary pattern scores but also on scores that were derived from a stable covariance matrix, e.g., the nutritional behavior we are attempting to measure with the score should closely resemble the behavior at baseline.
Overlooking such conclusions can have important consequences, especially for those studies in which these shifts change the association of a pattern with an outcome, e.g., an identical score on the alcohol pattern may produce different risk ratios for certain diseases when beer consumption replaces spirits and correlations between different alcoholic drinks change. In contrast, the internal stability of the healthy pattern remained high even after 7 y, whereas the correlations between explored and confirmed factor scores decreased. This result was unexpected. We expected the results of the healthy dietary pattern to show higher stability on all such measures because of the social desirability to give answers that closely resemble recommended levels. It is possible that lower levels of internal stability could be a reflection of actual changes in diet or changing perception of what a healthy diet entails.
Based on this population, frequent updates of dietary exposure are likely not necessary, but become increasingly necessary after 67 y. Studies that are updated only after
7 y risk the validity of their dietary exposures because complex changes in the diet increase with time.
The biggest strength of this study is also a weakness because the above results were not obtained from 1 subgroup of a general population that was followed up every year but from 4 independent subgroups that were followed up at different times. Our strategy was chosen to eliminate potential "in-learning" effects if the same group were followed up every year. We assumed that a design with 4 independent groups with 4 different follow-up intervals would eliminate this effect. Further strengths of the study are that it is population based and relatively large in size.
A limitation of the study is that even if it is reasonable to expect similar trends, such as decreased stability of pattern scores and decreased internal stability of patterns over time, in other populations, our results, based on a population of middle-aged and elderly women, are not directly generalizeable to other populations. Changes in diet over time may depend on sex, age of study participants, secular trends in local food markets, and many other factors. Therefore, a decision concerning how often diet should be measured in prospective cohorts requires stability studies within the populations studied; such studies should include measures of the stability of the pattern scores as well as their internal stability.
| FOOTNOTES |
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Manuscript received 29 June 2005. Initial review completed 15 August 2005. Revision accepted 14 February 2006.
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