<p>Model 1 = age, race/ethnicity.</p><p>Model 2 = Model 1 + (body mass index, serum C-reactive protein, serum total bilirubin, serum uric acid, serum, smoking status, congestive heart failure, and stroke).</p><p>Regression coefficients of components of metabolic syndrome for FEV1 percent predicted.</p
<p>Logistic regression model for the prediction of metabolic syndrome based on BMI<sup><a href="http...
AbstractLogistic regression has now become an essential part of medical data analysis that uses a bi...
<p>CI = confidence interval; %BF = percentage body fat; gender: men = 1, women = 0; BMI = body mass ...
<p>Model 1 = age, race/ethnicity.</p><p>Model 2 = Model 1 + (body mass index, C-reactive protein,...
<p>Age, sex and race covaried; relevant medications excluded. MS – Second-order metabolic syndrome f...
Regression coefficients of individual component of metabolic syndrome for dysmobility syndrome.</p
<p>SE: standard error. R<sup>2</sup><sub>adj</sub>: adjusted coefficient of determination. MetS: met...
<p>Data given as beta (p-value); all models adjusted for age, gender and BMI. Ethnicity, 25(OH) D an...
<p>a: model 1, Odds ratio adjusted for age, nationality, smoking use, and alcohol consumption.</p><p...
Linear regression analysis with components of metabolic syndrome as independent variables and log tr...
a<p>Sex,age,SBP, BMI,TG,HDL-C were included in the regeression model.</p>b<p>Age,SBP, BMI,TG,HDL-C w...
<p>†95% CI: 95% confidence interval</p><p>Predictors of metabolic syndrome by multivariate logistic ...
<p>Body fat was logarithmically transformed for statistical analyses. Odds ratios (95% CI) were show...
<p>All models adjusted for age, gender and BMI, with metabolic syndrome as the dependent variable. E...
<p>GFR, glomerular filtration rate; CI, confidence interval; OR, odds ratio.</p><p>*Univariate model...
<p>Logistic regression model for the prediction of metabolic syndrome based on BMI<sup><a href="http...
AbstractLogistic regression has now become an essential part of medical data analysis that uses a bi...
<p>CI = confidence interval; %BF = percentage body fat; gender: men = 1, women = 0; BMI = body mass ...
<p>Model 1 = age, race/ethnicity.</p><p>Model 2 = Model 1 + (body mass index, C-reactive protein,...
<p>Age, sex and race covaried; relevant medications excluded. MS – Second-order metabolic syndrome f...
Regression coefficients of individual component of metabolic syndrome for dysmobility syndrome.</p
<p>SE: standard error. R<sup>2</sup><sub>adj</sub>: adjusted coefficient of determination. MetS: met...
<p>Data given as beta (p-value); all models adjusted for age, gender and BMI. Ethnicity, 25(OH) D an...
<p>a: model 1, Odds ratio adjusted for age, nationality, smoking use, and alcohol consumption.</p><p...
Linear regression analysis with components of metabolic syndrome as independent variables and log tr...
a<p>Sex,age,SBP, BMI,TG,HDL-C were included in the regeression model.</p>b<p>Age,SBP, BMI,TG,HDL-C w...
<p>†95% CI: 95% confidence interval</p><p>Predictors of metabolic syndrome by multivariate logistic ...
<p>Body fat was logarithmically transformed for statistical analyses. Odds ratios (95% CI) were show...
<p>All models adjusted for age, gender and BMI, with metabolic syndrome as the dependent variable. E...
<p>GFR, glomerular filtration rate; CI, confidence interval; OR, odds ratio.</p><p>*Univariate model...
<p>Logistic regression model for the prediction of metabolic syndrome based on BMI<sup><a href="http...
AbstractLogistic regression has now become an essential part of medical data analysis that uses a bi...
<p>CI = confidence interval; %BF = percentage body fat; gender: men = 1, women = 0; BMI = body mass ...