Title of article :
Statistical issues in studying the relative importance of body mass index, waist circumference, waist hip ratio and waist stature ratio to predict type 2 diabetes
Author/Authors :
Bhamidipati Narasimha Murthy، نويسنده , , Ngianga-Bakwin Kandala، نويسنده , , Radhakrishnan Ezhil، نويسنده , , Prabhdeep Kaur&Ramachandra Sudha، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2011
Abstract :
Systematic and appropriate statistical analysis is needed to examine the relative performance of anthropometrical
indices, viz. body mass index (BMI), waist circumference (WC), waist hip ratio (WHR) and waist
stature ratio (WSR) for predicting type 2 diabetes. Using information on socio-demographic, anthropometric
and biochemical variables from 2148 males, we examined collinearity and non-linearity among the
predictors before studying the association between anthropometric indices and type 2 diabetes. The variable
involving in collinearity was removed from further analysis, and the relative importance of BMI, WC and
WHRwas examined by logistic regression analysis. To avoid non-interpretable odds ratios (ORs), cut point
theory is used. Optimal cut points are derived and tested for significance. Multivariable fractional polynomial
(MFP) algorithm is applied to reconcile non-linearity.As expected,WSR andWC were collinear with
WHR and BMI. Since WSR was jointly as well as independently collinear, it was dropped from further
analysis. The OR for WHR could not be interpreted meaningfully. Cut point theory was adopted. Deciles
emerged as the optimal cut point. MFP recognized non-linearity effects on the outcome. Multicollinearity
among the anthropometric indices was examined. Optimal cut points were identified and used to study the
relative ORs. On the basis of the results of analysis, MFP is recommended to accommodate non-linearity
among the predictors. WHR is relatively more important and significant than WC and BMI.
Keywords :
anthropometrical indices , quintile , optimal cut points , multivariablefractional polynomial , Non-linearity , Multicollinearity , logistic regression
Journal title :
JOURNAL OF APPLIED STATISTICS
Journal title :
JOURNAL OF APPLIED STATISTICS