| Literature DB >> 26109024 |
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Abstract
BACKGROUND: Diabetes has been defined on the basis of different biomarkers, including fasting plasma glucose (FPG), 2-h plasma glucose in an oral glucose tolerance test (2hOGTT), and HbA1c. We assessed the effect of different diagnostic definitions on both the population prevalence of diabetes and the classification of previously undiagnosed individuals as having diabetes versus not having diabetes in a pooled analysis of data from population-based health examination surveys in different regions.Entities:
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Year: 2015 PMID: 26109024 PMCID: PMC4673089 DOI: 10.1016/S2213-8587(15)00129-1
Source DB: PubMed Journal: Lancet Diabetes Endocrinol ISSN: 2213-8587 Impact factor: 32.069
Figure 1Study and data inclusion
FPG=fasting plasma glucose. 2hOGTT=2-h oral glucose tolerance test. *The meta-analyses used inverse of variance as survey weights; sensitivity or specificity of either 0% or 100% would make the corresponding variance zero, and therefore the inverse of variance infinite.
Figure 2Prevalence of diabetes defined by FPG-or-2hOGTT versus by FPG only
FPG-or-2hOGTT definition was FPG 7·0 mmol/L or more, or 2hOGTT 11·1 mmol/L or more, or history of diabetes or using insulin or oral hypoglycaemic drugs. FPG only definition was FPG 7·0 mmol/L or more, or history of diabetes or using insulin or oral hypoglycaemic drugs. Each point shows one age–sex group in one survey. Table 1 shows the relation summarised as regression coefficients. FPG=fasting plasma glucose. 2hOGTT=2-h oral glucose tolerance test.
Regression coefficients for the relation between probit-transformed prevalence of diabetes based on FPG-or-2hOGTT versus diabetes based on FPG only
| Intercept | 0·135 (−0·020 to 0·290) | 0·0872 | NA | NA | |
| Probit-transformed prevalence of diabetes based on FPG | 0·903 (0·880 to 0·927) | <0·0001 | 0·963 | 0·368 | |
| Mean age of age–sex group (per 10 years older) | 0·048 (0·039 to 0·056) | <0·0001 | 0·444 | 0·008 | |
| Study midyear (per one more recent year since 1976) | −0·001 (−0·002 to 0·000) | 0·1643 | 0·003 | <0·001 | |
| Natural logarithm of per person gross domestic product | −0·033 (−0·046 to −0·019) | <0·0001 | 0·004 | 0·001 | |
| Mean BMI | 0·000 (−0·004 to 0·004) | 0·9057 | 0·092 | <0·001 | |
| Study representativeness | .. | .. | 0·021 | 0·001 | |
| National | Reference | .. | .. | .. | |
| Subnational | −0·031 (−0·070 to 0·008) | 0·1141 | .. | .. | |
| Community | −0·070 (−0·101 to −0·039) | <0·0001 | .. | .. | |
FPG=fasting plasma glucose. 2hOGTT=2-h oral glucose tolerance test.
Calculated by regressing against each independent variable alone; equals the square of the correlation coefficient.
Shows how much R2 decreases if that independent variable is removed from the full model; the overall R2 for the model was 0·973.
Regression coefficients for the association between probit-transformed prevalence of diabetes based on HbA1c and probit-transformed prevalence based on FPG
| Intercept | −1·761 (−2·229 to −1·266) | <0·0001 | NA | NA | |
| Probit-transformed prevalence of diabetes based on FPG | 0·799 (0·763 to 0·835) | <0·0001 | 0·915 | 0·075 | |
| Mean age of age–sex group (per 10 years older) | 0·052 (0·042 to 0·062) | <0·0001 | 0·601 | 0·011 | |
| Study midyear (per one more recent year since 2000) | 0·012 (0·009 to 0·015) | <0·0001 | 0·014 | 0·006 | |
| Natural logarithm of per person gross domestic product | 0·076 (0·035 to 0·114) | 0·0001 | 0·052 | 0·003 | |
| Mean BMI | 0·018 (0·010 to 0·027) | <0·0001 | 0·022 | 0·002 | |
| Study representativeness | .. | .. | 0·013 | 0·004 | |
| National | Reference | .. | .. | .. | |
| Subnational | −0·004 (−0·047 to 0·040) | 0·8758 | .. | .. | |
| Community | 0·090 (0·060 to 0·119) | <0·0001 | .. | .. | |
The appendix shows regional random effects. FPG=fasting plasma glucose.
p values using likelihood ratio test, which compares the likelihood of the models with and without the variable of interest.
Calculated by regressing against each independent variable alone, without the regional random effect; equals the square of the correlation coefficient.
Is the decrease of R2 if one of the independent variables is removed from the full model; however, traditional R2 is not clearly defined for mixed-effect models, we have used the conditional R2 that describes the proportion of variance explained by both fixed and random factors. The overall conditional R2 for the model was 0·949.
Figure 3Prevalence of diabetes defined by HbA1c only versus prevalence defined by (A) FPG only, and (B) FPG-or-2hOGTT
HbA1c definition was HbA1c 6·5% or more, or history of diabetes, or using insulin or oral hypoglycaemic drugs. FPG only definition was FPG 7·0 mmol/L or more, or history of diabetes or using insulin or oral hypoglycaemic drugs. FPG-or-2hOGTT definition was FPG 7·0 mmol/L or more, or 2hOGTT 11·1 mmol/L or more, or history of diabetes or using insulin or oral hypoglycaemic drugs. Each point shows one age–sex group in one survey. Table 2 shows the relations summarised as regression coefficients. FPG=fasting plasma glucose. 2hOGTT=2-h oral glucose tolerance test.
Pooled sensitivity and specificity of diabetes diagnosis using different definitions among participants without diagnosed diabetes
| (%; 95% CI) | (%; 95% CI) | ||||
|---|---|---|---|---|---|
| HbA1c | 27 | 52·82 (51·33–54·30) | 97·6% | 99·74 (99·71–99·78) | 98·2% |
| HbA1c | 9 | 37·16 (35·05–39·28) | 97·6% | 99·84 (99·79–99·89) | 97·3% |
| HbA1c | 9 | 30·46 (28·66–32·25) | 97·9% | 99·69 (99·63–99·76) | 98·0% |
| FPG | 33 | 54·42 (53·26–55·57) | 96·9% | 98·90 (98·83–98·97) | 94·4% |
The appendix shows detailed results of these meta-analyses. Diabetes was defined as HbA1c ≥6·5%, FPG ≥7·0 mmol/L, and 2hOGTT ≥11·1 mmol/L. FPG=fasting plasma glucose. 2hOGTT=2-h oral glucose tolerance test.
Univariate metaregression coefficients for sensitivity of HbA1c versus FPG in participants without diagnosed diabetes
| Mean age (per 10 years older) | −4·1 (−12·7 to 4·5) | 0·3361 | |
| Percent male participants (per 10% more male) | 4·6 (−9·0 to 18·2) | 0·4901 | |
| Study midyear (per one more recent year) | 1·2 (−0·9 to 3·2) | 0·2566 | |
| Region | .. | 0·2097 | |
| High-income western countries | Reference group | .. | |
| East, south, and southeast Asia | 21·0 (−0·3 to 42·2) | .. | |
| Latin America and the Caribbean | 8·5 (−17·9 to 34·9) | .. | |
| Sub-Saharan Africa | 17·6 (−14·1 to 49·2) | .. | |
| Study representativeness | .. | 0·0915 | |
| National | Reference group | .. | |
| Subnational | 1·7 (−28·6 to 31·9) | .. | |
| Community | 21·4 (2·1 to 40·8) | .. | |
| Prevalence of undiagnosed diabetes (percentage point higher undiagnosed diabetes) | −0·7 (−4·0 to 2·6) | 0·6780 | |
| Sample size (per 1000 participants without diagnosed diabetes) | −1·6 (−4·6 to 1·4) | 0·2730 | |
| Natural logarithm of per person gross domestic product | −6·5 (−17·6 to 4·6) | 0·2410 | |
| Mean haemoglobin (per g/L) | −2·0 (−4·1 to 0·2) | 0·0677 | |
We used a HbA1c definition of 6·5% or more and a FPG definition of 7·0 mmol/L or more. FPG=fasting plasma glucose.
Reliable mean haemoglobin data were available only for women of child-bearing age. The national mean for each country-year was used for both men and women; restricting the analysis to women led to similar results, with a mean difference of −2·1 (−4·5 to 0·3, p=0·0929).