Identification of insulin resistance in Asian Indian adolescents: classification and regression tree (CART) and logistic regression based classification rules
Summary Objective Biochemical measures for assessment of insulin resistance are not cost‐effective in resource‐constrained developing countries. Using classification and regression tree (CART) and multivariate logistic regression, we aimed to develop simple predictive decision models based on routi...
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Published in | Clinical endocrinology (Oxford) Vol. 70; no. 5; pp. 717 - 724 |
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Main Authors | , , , , , , , |
Format | Journal Article |
Language | English |
Published |
Oxford, UK
Blackwell Publishing Ltd
01.05.2009
Blackwell |
Subjects | |
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Abstract | Summary
Objective Biochemical measures for assessment of insulin resistance are not cost‐effective in resource‐constrained developing countries. Using classification and regression tree (CART) and multivariate logistic regression, we aimed to develop simple predictive decision models based on routine clinical and biochemical parameters to predict insulin resistance in apparently healthy Asian Indian adolescents.
Design Community based cross‐sectional study.
Subjects and patients Data of apparently healthy 793 adolescents (aged 14–19 years) were used for analysis. WHO's multistage cluster sampling design was used for data collection.
Methods and measurements Homeostasis Model of Assessment value > 75th centile was used as cut‐off for defining the main outcome variable insulin resistance. CART was used to develop the decision tree models and multivariate logistic regression used to develop the clinical prediction score.
Results Three classification trees and an equation for prediction score were developed and internally validated.
The three decision trees were termed as CART I, CART II and CART III, respectively. CART I based on anthropometric parameters alone has sensitivity 88·2%, specificity 50·1% and area under receiver operating characteristic curve (aROC) 77·8%. CART II based on anthropometric and routine biochemical parameters has sensitivity 94·5%, specificity 38·3% and aROC 73·6%. CART III based on all anthropometric, biochemical and clinical parameters together has sensitivity 70·7%, specificity 79·2% and aROC 77·4%.
Prediction score for insulin resistance = 1 × (waist circumference) + 1·1 × (percentage body fat) + 1·6 × (triceps skin‐fold thickness) – 1·9 × (gender). A score cut‐off of > 0 (using values marked for each) was a marker of insulin resistance in the study population (sensitivity 82·4%, specificity 56·7%, and aROC 73·4%).
Conclusion These simple and cost‐effective classification rules may be used to predict insulin resistance and implement population based preventive interventions in Asian Indian adolescents. |
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AbstractList | Biochemical measures for assessment of insulin resistance are not cost-effective in resource-constrained developing countries. Using classification and regression tree (CART) and multivariate logistic regression, we aimed to develop simple predictive decision models based on routine clinical and biochemical parameters to predict insulin resistance in apparently healthy Asian Indian adolescents.OBJECTIVEBiochemical measures for assessment of insulin resistance are not cost-effective in resource-constrained developing countries. Using classification and regression tree (CART) and multivariate logistic regression, we aimed to develop simple predictive decision models based on routine clinical and biochemical parameters to predict insulin resistance in apparently healthy Asian Indian adolescents.Community based cross-sectional study.DESIGNCommunity based cross-sectional study.Data of apparently healthy 793 adolescents (aged 14-19 years) were used for analysis. WHO's multistage cluster sampling design was used for data collection.SUBJECTS AND PATIENTSData of apparently healthy 793 adolescents (aged 14-19 years) were used for analysis. WHO's multistage cluster sampling design was used for data collection.Homeostasis Model of Assessment value > 75th centile was used as cut-off for defining the main outcome variable insulin resistance. CART was used to develop the decision tree models and multivariate logistic regression used to develop the clinical prediction score.METHODS AND MEASUREMENTSHomeostasis Model of Assessment value > 75th centile was used as cut-off for defining the main outcome variable insulin resistance. CART was used to develop the decision tree models and multivariate logistic regression used to develop the clinical prediction score.Three classification trees and an equation for prediction score were developed and internally validated. The three decision trees were termed as CART I, CART II and CART III, respectively. CART I based on anthropometric parameters alone has sensitivity 88.2%, specificity 50.1% and area under receiver operating characteristic curve (aROC) 77.8%. CART II based on anthropometric and routine biochemical parameters has sensitivity 94.5%, specificity 38.3% and aROC 73.6%. CART III based on all anthropometric, biochemical and clinical parameters together has sensitivity 70.7%, specificity 79.2% and aROC 77.4%. Prediction score for insulin resistance = 1 x (waist circumference) + 1.1 x (percentage body fat) + 1.6 x (triceps skin-fold thickness) - 1.9 x (gender). A score cut-off of > 0 (using values marked for each) was a marker of insulin resistance in the study population (sensitivity 82.4%, specificity 56.7%, and aROC 73.4%).RESULTSThree classification trees and an equation for prediction score were developed and internally validated. The three decision trees were termed as CART I, CART II and CART III, respectively. CART I based on anthropometric parameters alone has sensitivity 88.2%, specificity 50.1% and area under receiver operating characteristic curve (aROC) 77.8%. CART II based on anthropometric and routine biochemical parameters has sensitivity 94.5%, specificity 38.3% and aROC 73.6%. CART III based on all anthropometric, biochemical and clinical parameters together has sensitivity 70.7%, specificity 79.2% and aROC 77.4%. Prediction score for insulin resistance = 1 x (waist circumference) + 1.1 x (percentage body fat) + 1.6 x (triceps skin-fold thickness) - 1.9 x (gender). A score cut-off of > 0 (using values marked for each) was a marker of insulin resistance in the study population (sensitivity 82.4%, specificity 56.7%, and aROC 73.4%).These simple and cost-effective classification rules may be used to predict insulin resistance and implement population based preventive interventions in Asian Indian adolescents.CONCLUSIONThese simple and cost-effective classification rules may be used to predict insulin resistance and implement population based preventive interventions in Asian Indian adolescents. Biochemical measures for assessment of insulin resistance are not cost-effective in resource-constrained developing countries. Using classification and regression tree (CART) and multivariate logistic regression, we aimed to develop simple predictive decision models based on routine clinical and biochemical parameters to predict insulin resistance in apparently healthy Asian Indian adolescents. Community based cross-sectional study. Data of apparently healthy 793 adolescents (aged 14-19 years) were used for analysis. WHO's multistage cluster sampling design was used for data collection. Homeostasis Model of Assessment value > 75th centile was used as cut-off for defining the main outcome variable insulin resistance. CART was used to develop the decision tree models and multivariate logistic regression used to develop the clinical prediction score. Three classification trees and an equation for prediction score were developed and internally validated. The three decision trees were termed as CART I, CART II and CART III, respectively. CART I based on anthropometric parameters alone has sensitivity 88.2%, specificity 50.1% and area under receiver operating characteristic curve (aROC) 77.8%. CART II based on anthropometric and routine biochemical parameters has sensitivity 94.5%, specificity 38.3% and aROC 73.6%. CART III based on all anthropometric, biochemical and clinical parameters together has sensitivity 70.7%, specificity 79.2% and aROC 77.4%. Prediction score for insulin resistance = 1 x (waist circumference) + 1.1 x (percentage body fat) + 1.6 x (triceps skin-fold thickness) - 1.9 x (gender). A score cut-off of > 0 (using values marked for each) was a marker of insulin resistance in the study population (sensitivity 82.4%, specificity 56.7%, and aROC 73.4%). These simple and cost-effective classification rules may be used to predict insulin resistance and implement population based preventive interventions in Asian Indian adolescents. Objective Biochemical measures for assessment of insulin resistance are not cost‐effective in resource‐constrained developing countries. Using classification and regression tree (CART) and multivariate logistic regression, we aimed to develop simple predictive decision models based on routine clinical and biochemical parameters to predict insulin resistance in apparently healthy Asian Indian adolescents. Design Community based cross‐sectional study. Subjects and patients Data of apparently healthy 793 adolescents (aged 14–19 years) were used for analysis. WHO's multistage cluster sampling design was used for data collection. Methods and measurements Homeostasis Model of Assessment value > 75th centile was used as cut‐off for defining the main outcome variable insulin resistance. CART was used to develop the decision tree models and multivariate logistic regression used to develop the clinical prediction score. Results Three classification trees and an equation for prediction score were developed and internally validated. The three decision trees were termed as CART I, CART II and CART III, respectively. CART I based on anthropometric parameters alone has sensitivity 88·2%, specificity 50·1% and area under receiver operating characteristic curve (aROC) 77·8%. CART II based on anthropometric and routine biochemical parameters has sensitivity 94·5%, specificity 38·3% and aROC 73·6%. CART III based on all anthropometric, biochemical and clinical parameters together has sensitivity 70·7%, specificity 79·2% and aROC 77·4%. Prediction score for insulin resistance = 1 × (waist circumference) + 1·1 × (percentage body fat) + 1·6 × (triceps skin‐fold thickness) – 1·9 × (gender). A score cut‐off of > 0 (using values marked for each) was a marker of insulin resistance in the study population (sensitivity 82·4%, specificity 56·7%, and aROC 73·4%). Conclusion These simple and cost‐effective classification rules may be used to predict insulin resistance and implement population based preventive interventions in Asian Indian adolescents. Summary Objective Biochemical measures for assessment of insulin resistance are not cost‐effective in resource‐constrained developing countries. Using classification and regression tree (CART) and multivariate logistic regression, we aimed to develop simple predictive decision models based on routine clinical and biochemical parameters to predict insulin resistance in apparently healthy Asian Indian adolescents. Design Community based cross‐sectional study. Subjects and patients Data of apparently healthy 793 adolescents (aged 14–19 years) were used for analysis. WHO's multistage cluster sampling design was used for data collection. Methods and measurements Homeostasis Model of Assessment value > 75th centile was used as cut‐off for defining the main outcome variable insulin resistance. CART was used to develop the decision tree models and multivariate logistic regression used to develop the clinical prediction score. Results Three classification trees and an equation for prediction score were developed and internally validated. The three decision trees were termed as CART I, CART II and CART III, respectively. CART I based on anthropometric parameters alone has sensitivity 88·2%, specificity 50·1% and area under receiver operating characteristic curve (aROC) 77·8%. CART II based on anthropometric and routine biochemical parameters has sensitivity 94·5%, specificity 38·3% and aROC 73·6%. CART III based on all anthropometric, biochemical and clinical parameters together has sensitivity 70·7%, specificity 79·2% and aROC 77·4%. Prediction score for insulin resistance = 1 × (waist circumference) + 1·1 × (percentage body fat) + 1·6 × (triceps skin‐fold thickness) – 1·9 × (gender). A score cut‐off of > 0 (using values marked for each) was a marker of insulin resistance in the study population (sensitivity 82·4%, specificity 56·7%, and aROC 73·4%). Conclusion These simple and cost‐effective classification rules may be used to predict insulin resistance and implement population based preventive interventions in Asian Indian adolescents. |
Author | Goel, Ruchika Misra, Anoop Luthra, Kalpana Pandey, Ravindra M. Wasir, Jasjeet S. Vikram, Naval K. Kondal, Dimple Dhingra, Vibha |
Author_xml | – sequence: 1 givenname: Ruchika surname: Goel fullname: Goel, Ruchika organization: Department of Pediatrics, Children's Hospital of Pittsburgh of UPMC, Pittsburgh, PA, USA – sequence: 2 givenname: Anoop surname: Misra fullname: Misra, Anoop organization: Department of Diabetes and Metabolic Diseases, Fortis Flt. Lt. Rajan Dhall Hospital, Vasant Kunj, New Delhi 110070, India – sequence: 3 givenname: Dimple surname: Kondal fullname: Kondal, Dimple organization: Department of Biostatistics – sequence: 4 givenname: Ravindra M. surname: Pandey fullname: Pandey, Ravindra M. organization: Department of Biostatistics – sequence: 5 givenname: Naval K. surname: Vikram fullname: Vikram, Naval K. organization: Department of Medicine – sequence: 6 givenname: Jasjeet S. surname: Wasir fullname: Wasir, Jasjeet S. organization: Department of Diabetes and Metabolic Diseases, Fortis Flt. Lt. Rajan Dhall Hospital, Vasant Kunj, New Delhi 110070, India – sequence: 7 givenname: Vibha surname: Dhingra fullname: Dhingra, Vibha organization: Department of Medicine – sequence: 8 givenname: Kalpana surname: Luthra fullname: Luthra, Kalpana organization: Department of Biochemistry, All India Institute of Medical Sciences, New Delhi 110029, India |
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Keywords | Endocrinopathy Human Pancreatic hormone Asiatic Metabolic diseases Identification Insulin Logistic regression Target tissue resistance Adolescent Classification Tree Indian Insulin resistance Endocrinology |
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(1997) An Introduction to Recursive Partitioning Using the RPART Routine Technical Report 61. Mayo Clinic, Section of Statistics, Rochester, MN. Misra, A., Vikram, N.K., Arya, S. et al. (2004) High prevalence of insulin resistance in postpubertal Asian Indian children is associated with adverse truncal body fat patterning, abdominal adiposity and excess body fat. International Journal of Obesity and Related Metabolic Disorders, 28, 1217-1226. Haffner, S.M., Stern, M.P., Hazuda, H.P. et al. (1987) Do upper-body and centralized adiposity measure different aspects of regional body-fat distribution? Relationship to non-insulin-dependent diabetes mellitus, lipids, and lipoproteins. Diabetes, 36, 43-51. Justice, A.C., Covinsky, K.E. & Berlin, J.A. (1999) Ass 1987; 36 1985; 28 1991; 17 1993; 329 1987; 147 2004; 27 2004; 28 1999; 84 2008; 31 2001; 44 1997; 5 2005; 28 2001; 85 2001; 86 2006; 60 1979; 237 2000; 19 2002; 40 1999; 16 1997; 13 1997; 100 1984 1999; 130 2003; 168 1998; 97 2001; 286 2004; 144 2000; 23 2002; 35 2005; 115 1999; 69 1999; 23 1997 2003; 37 1999; 22 2008; 10 1992 2002 1998; 21 2001; 21 2002; 25 2004; 52 2004; 53 2006; 46 1986; 23 2006; 186 2005; 54 1998; 148 2003; 61 2006; 148 1988; 60 1994; 10 e_1_2_6_51_2 e_1_2_6_53_2 e_1_2_6_30_2 e_1_2_6_19_2 e_1_2_6_13_2 e_1_2_6_11_2 e_1_2_6_32_2 e_1_2_6_17_2 e_1_2_6_38_2 Goldfield G.S. (e_1_2_6_25_2) 2006; 46 e_1_2_6_20_2 e_1_2_6_41_2 e_1_2_6_7_2 e_1_2_6_9_2 Radikova Z. (e_1_2_6_12_2) 2003; 37 e_1_2_6_3_2 e_1_2_6_5_2 e_1_2_6_24_2 e_1_2_6_47_2 e_1_2_6_22_2 e_1_2_6_28_2 e_1_2_6_43_2 e_1_2_6_26_2 e_1_2_6_50_2 e_1_2_6_52_2 e_1_2_6_31_2 Stumvoll M. (e_1_2_6_49_2) 2001; 21 Vasudev S. (e_1_2_6_27_2) 2004; 52 e_1_2_6_18_2 Therneau T.M. (e_1_2_6_36_2) 1997 e_1_2_6_35_2 e_1_2_6_10_2 e_1_2_6_16_2 e_1_2_6_39_2 e_1_2_6_54_2 e_1_2_6_14_2 Pyorala K. (e_1_2_6_15_2) 1991; 17 e_1_2_6_42_2 Charlson M.E. (e_1_2_6_45_2) 1987; 147 Clark L.A. (e_1_2_6_34_2) 1992 e_1_2_6_40_2 e_1_2_6_8_2 Breiman L. (e_1_2_6_33_2) 1984 Haffner S.M. (e_1_2_6_37_2) 1987; 36 e_1_2_6_29_2 e_1_2_6_4_2 e_1_2_6_6_2 e_1_2_6_23_2 e_1_2_6_48_2 e_1_2_6_2_2 e_1_2_6_21_2 e_1_2_6_44_2 e_1_2_6_46_2 |
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Objective Biochemical measures for assessment of insulin resistance are not cost‐effective in resource‐constrained developing countries. Using... Objective Biochemical measures for assessment of insulin resistance are not cost‐effective in resource‐constrained developing countries. Using classification... Biochemical measures for assessment of insulin resistance are not cost-effective in resource-constrained developing countries. Using classification and... |
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SubjectTerms | Adiposity Adolescent Adult Asian Continental Ancestry Group Biological and medical sciences Classification - methods Cross-Sectional Studies Decision Trees Diabetes Mellitus, Type 2 - etiology Endocrinopathies Female Fundamental and applied biological sciences. Psychology Humans India Insulin Resistance - ethnology Logistic Models Male Medical sciences Regression Analysis Risk Factors ROC Curve Skinfold Thickness Vertebrates: endocrinology Young Adult |
Title | Identification of insulin resistance in Asian Indian adolescents: classification and regression tree (CART) and logistic regression based classification rules |
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