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Am J Clin Nutr 90: 1314-1320, 2009. First published September 23, 2009; doi:10.3945/ajcn.2009.28335
American Journal of Clinical Nutrition, doi:10.3945/ajcn.2009.28335
Vol. 90, No. 5, 1314-1320, November 2009

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© 2009 American Society for Clinical Nutrition

ORIGINAL RESEARCH COMMUNICATION

Characterizing extreme values of body mass index–for-age by using the 2000 Centers for Disease Control and Prevention growth charts1,2,3

Katherine M Flegal, Rong Wei, Cynthia L Ogden, David S Freedman, Clifford L Johnson and Lester R Curtin

1 From the National Center for Health Statistics Centers for Disease ControlPrevention Hyattsville MD (KMF RW CLO CLJLRC)the National Center for Chronic Disease PreventionHealth Promotion Centers for Disease ControlPrevention Atlanta GA (DSF).

2 The findings and conclusions in this report are those of the authors and not necessarily those of the Centers for Disease Control and Prevention.

3 Address correspondence to KM Flegal, National Center for Health Statistics, Centers for Disease Control and Prevention, 3311 Toledo Road, Room 4201, Hyattsville, MD 20782. E-mail: kmf2{at}cdc.gov.

Background: The 2000 Centers for Disease Control and Prevention (CDC) growth charts included lambda-mu-sigma (LMS) parameters intended to calculate smoothed percentiles from only the 3rd to the 97th percentile.

Objective: The objective was to evaluate different approaches to describing more extreme values of body mass index (BMI)-for-age by using simple functions of the CDC growth charts.

Design: Empirical data for the 99th and the 1st percentiles of BMI-for-age were calculated from the data set used to construct the growth charts and were compared with estimates extrapolated from the CDC-supplied LMS parameters and to various functions of other smoothed percentiles. A set of reestimated LMS parameters that incorporated a smoothed 99th percentile were also evaluated.

Results: Extreme percentiles extrapolated from the CDC-supplied LMS parameters did not match well to the empirical data for the 99th percentile. A better fit to the empirical data was obtained by using 120% of the smoothed 95th percentile. The empirical first percentile was reasonably well approximated by extrapolations from the LMS values. The reestimated LMS parameters had several drawbacks and no clear advantages.

Conclusions: Several approximations can be used to describe extreme high values of BMI-for-age with the use of the CDC growth charts. Extrapolation from the CDC-supplied LMS parameters does not provide a good fit to the empirical 99th percentile values. Simple approximations to high values as percentages of the existing smoothed percentiles have some practical advantages over imputation of very high percentiles. The expression of high BMI values as a percentage of the 95th percentile can provide a flexible approach to describing and tracking heavier children.







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