1Graduate School of Education, Chungnam National University, Daejeon, Korea.
2Department of Food and Nutrition, Chungnam National University, Daejeon, Korea.
Copyright © 2015 The Korean Society of Community Nutrition
This is an Open-Access article distributed under the terms of the Creative Commons Attribution Non-Commercial License (http://creativecommons.org/licenses/by-nc/3.0/) which permits unrestricted non-commercial use, distribution, and reproduction in any medium, provided the original work is properly cited.
1) Adjusted for sex, age, residential area, income, education level, and energy intake
2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables
HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables
3) Calculated by Complex Samples General Linear Model ANOVA
4) Mean±SE
1) Adjusted for sex, age, residential area, income, education level, and energy intake
2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables
HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables
3) Calculated by Complex Samples General Linear Model ANOVA 4) Mean±SE
†: Adjusted not for energy intake
‡: macronutrient energy ratio
1) Adjusted for sex, age, residential area, income, education level, and energy intake
2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables
HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables
3) Calculated by Complex Samples General Linear Model ANOVA
4) Mean±SE
1) Adjusted for sex, age, residential area, income, and education level
2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables
HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables
3) Calculated by Complex Samples General Linear Model ANOVA
4) Mean±SE
1) Adjusted for sex, age, residential area, income, education level, and energy intake
2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables
HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables
3) Calculated by Complex Samples Logistic Regression
4) N (%), 5) 95% confidence interval of Odds ratio, 6) Cut off point for male, 7) Cut off point for female
1) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables
HCLV: High carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables
2) Calculated by Complex Samples χ2-test
3) N (%)
1) Adjusted for sex, age, residential area, income, education level, and energy intake
2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables
HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables
3) Calculated by Complex Samples General Linear Model ANOVA
4) Mean±SE
1) Adjusted for sex, age, residential area, income, education level, and energy intake
2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables
HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables
3) Calculated by Complex Samples General Linear Model ANOVA 4) Mean±SE
†: Adjusted not for energy intake
‡: macronutrient energy ratio
1) Adjusted for sex, age, residential area, income, education level, and energy intake
2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables
HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables
3) Calculated by Complex Samples General Linear Model ANOVA
4) Mean±SE
1) Adjusted for sex, age, residential area, income, and education level
2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables
HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables
3) Calculated by Complex Samples General Linear Model ANOVA
4) Mean±SE
1) Adjusted for sex, age, residential area, income, education level, and energy intake
2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables
HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables
3) Calculated by Complex Samples Logistic Regression
4) N (%), 5) 95% confidence interval of Odds ratio, 6) Cut off point for male, 7) Cut off point for female
1) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables HCLV: High carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables 2) Calculated by Complex Samples χ2-test 3) N (%)
1) Adjusted for sex, age, residential area, income, education level, and energy intake 2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables 3) Calculated by Complex Samples General Linear Model ANOVA 4) Mean±SE
1) Adjusted for sex, age, residential area, income, education level, and energy intake 2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables 3) Calculated by Complex Samples General Linear Model ANOVA 4) Mean±SE †: Adjusted not for energy intake ‡: macronutrient energy ratio
1) Adjusted for sex, age, residential area, income, education level, and energy intake 2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables 3) Calculated by Complex Samples General Linear Model ANOVA 4) Mean±SE
1) Adjusted for sex, age, residential area, income, and education level 2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables 3) Calculated by Complex Samples General Linear Model ANOVA 4) Mean±SE
1) Adjusted for sex, age, residential area, income, education level, and energy intake 2) MCLV: Moderate carbohydrate·low vegetables, MCHV: Moderate carbohydrate·high vegetables HCLV: high carbohydrate·low vegetables, HCHV: high carbohydrate·high vegetables 3) Calculated by Complex Samples Logistic Regression 4) N (%), 5) 95% confidence interval of Odds ratio, 6) Cut off point for male, 7) Cut off point for female