Food and Public Health
p-ISSN: 2162-9412 e-ISSN: 2162-8440
2012; 2(2): 5-11
doi: 10.5923/j.fph.20120202.02
Rafiqul Islam , Obaidur Rahman
Department of Population Science and Human Resource Development, Rajshahi University, Bangladesh
Correspondence to: Rafiqul Islam , Department of Population Science and Human Resource Development, Rajshahi University, Bangladesh.
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Diabetes is a serious harmful disease. The purpose of this study is to find out the risk factors of Type 2 diabetic patients in . For this purpose, the data are collected from the diabetic patients of Rajshahi Diabetes Association, . To fulfill this objective, chi square test and logistic regression analysis have been used. It is found that diabetes affects more in the age 35 years and over which is 89.7% in which 68.3% have type 2 diabetes. Again, 79.3% of diabetic patients have type 2 diabetes in which females (43.7%) are more affected than males (35.7%). It has been found that age, controlling diabetic through exercise, controlling diabetic through taking medicine and living house of the respondents are significantly associated with the type 2 diabetes of diabetic patients. It is also identified from logistic model that respondent’s age, occupation, controlling diabetic through dieting, controlling diabetic through exercise, controlling diabetic through taking medicine, time spending in walking, calorie intake according to diabetic food table and living house of the respondents have statistically significant effect on type 2 diabetes.
Keywords: Type 2 Diabetes, Test, Logistic Regression Analysis And Cross- Validity Prediction Power (CVPP)
It is noted that the explanatory variables used in this model are mentioned in Table 2.In this paper, to assess the accuracy and reliability of the model, the CVPP,
, is applied. The mathematical formula for CVPP is specified by
.In which, n is the number of cases, k is the number of regressors in the fitted model and the cross-validated R is the correlation between observed and predicted values of the predictand variable[24]. The shrinkage of the model is the positive value of (
- R2); where
is CVPP & R2 is the coefficient of determination of the model. Moreover, 1-shrinkage is the stability of R2 of the model. The estimated CVPP and shrinkage are presented at the bottom of Table 2.
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