| Literature DB >> 35760831 |
María Alejandra Petino Zappala1, Guillermo Folguera2, Santiago Benitez-Vieyra3.
Abstract
Type 2 diabetes, one of the major causes of death and disability worldwide, is characterized by problems in the homeostasis of blood glucose. Current preventive policies focus mainly on individual behaviors (diet, exercise, salt and alcohol consumption). Recent hypotheses state that the higher incidence of metabolic disease in some human populations may be related to phenotypic decanalization causing a heightened phenotypic variance in response to unusual or stressful environmental conditions, although the nature of these conditions is under debate. Our aim was to explore variability patterns of fasting blood glucose to test phenotypic decanalization as a possible explanation of heightened prevalence for type 2 diabetes in some groups and to detect variables associated with its variance using a nation-wide survey of Argentinian adult population. We found patterns of higher local variance for fasting glycemia associated with lower income and educational attainment. We detected no meaningful association of glycemia or its variability with covariates related to individual behaviors (diet, physical activity, salt or alcohol consumption). Our results were consistent with the decanalization hypothesis for fasting glycemia, which appears associated to socioeconomic disadvantage. We therefore propose changes in public policy and discuss the implications for data gathering and further analyses.Entities:
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Year: 2022 PMID: 35760831 PMCID: PMC9237041 DOI: 10.1038/s41598-022-15041-9
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.996
Figure 1Representation of phenotypic (de)canalization. Expected distribution for the trait values in a hypothetical population under usual and unusual or stressful environments, determining canalized and decanalized phenotypic distributions. A heightened phenotypic variance results in a higher proportion of individuals with extreme phenotypic values at both ends of the distribution.
Summary for all covariates used as explanatory variables in the analyses.
| Covariates | Mean ± SD or % |
|---|---|
| Age (years) | 50.2 ± 16.1 |
| Sex | Male: 41.55% |
| Female: 58.45% | |
| Max. educational attainment: interviewee | Incomplete elementary school: 8.41% |
| Incomplete high school: 33.90% | |
| Complete high school and above: 57.69% | |
| Max. educational attainment: head of household | Incomplete elementary school: 9.28% |
| Incomplete high school: 35.36% | |
| Complete high school and above: 55.36% | |
| Monthly income for the household (Argentine Pesos) | 23,369 ± 18,313 |
| Working time (weekly hours) | No working time: 38.5% |
| 0 to 35: 22.2% | |
| 35 to 45: 23.1% | |
| > 45: 16.2% | |
| Density (inhabitants/household rooms) | 1.00 ± 0.70 |
| Utilities (from 0 = no access to gas, water or sewage system to 1 = access to gas, water and sewage system) | 0.64 ± 0.17 |
| Level of physical activity | Low: 46.2% |
| Intermediate: 36.8% | |
| High: 17.0% | |
| Sedentarism (daily minutes spent sitting) | 261.4 ± 174.0 |
| Daily fruit and vegetable consumption (portions) | 2.03 ± 1.62 |
| Salt consumption | Does not add salt to meals: 21.6% |
| Sometimes adds salt to meals: 50.8% | |
| Frequently adds salt to meals: 17.4% | |
| Always adds salt to meals: 10.2% | |
| Alcohol consumption | No problematic consumption: 82.9% |
| Regular or episodic problematic consumption: 13.2% | |
| Regular and episodic problematic consumption: 3.8% |
Figure 2Curves for Normal, Outlier and Extreme glycemia residuals. Biplots for the first and second components (a) and third and fourth components (b) of the PCA. Density curves for Normal, Outlier and Extreme groups (bins = 2) are superimposed.
Figure 3Running standard deviation for fasting glycemia in the first and second components of the PCA. (a) Biplot for the first and second components of the PCA; point size correlates with fasting blood glucose levels (mg/dL) and color scale indicates levels of running standard deviation (mg/dL). (b) GAM smoothed curves for the running standard deviation.
Figure 4Running standard deviation for fasting glycemia in the third and fourth components of the PCA. (a) Biplot for the third and fourth components of the PCA; point size correlates with fasting blood glucose levels (mg/dL) and color scale indicates levels of running standard deviation (mg/dL). (b) GAM smoothed curves for the running standard deviation.
Figure 5Fasting glycemia and Coefficients of Variation by income group. Above: boxplots for values of glycemia (mg/dL) for the four income groups. Below: Coefficients of Variation for glycemia for the four income groups and the three levels of educational attainment.
Figure 6Results of the frequency analysis for categorized glycemia residuals. Residuals relative to G-statistic value for all combinations of income and educational attainment. Red color indicates that the frequency of individuals in the group is higher than expected if blood glucose residual levels were independent of income and educational groups, while blue denotes a lower frequency than expected under the assumption of independence.
Figure 7Levels of fasting glycemia per income and educational attainment. Relative frequency of individuals presenting each glucose level at each income and educational attainment combination.