| Literature DB >> 32708910 |
Elena Spada1, Luciano Calzari2, Luigi Corsaro1, Teresa Fazia1, Monica Mencarelli3, Anna Maria Di Blasio3, Luisa Bernardinelli1, Giulia Zangheri4, Michele Vignali4, Davide Gentilini1,2.
Abstract
Preterm birth (PTB) can be defined as the endpoint of a complex process that could be influenced by maternal and environmental factors. Epigenetics recently emerged as an interesting field of investigation since it represents an important mechanism of regulation. This study evaluates epigenetic impact of preterm birth on DNA methylation. Genome-wide DNAm was measured using the Illumina 450K array in cord blood samples obtained from 72 full term and 18 preterm newborns. Lymphocyte composition was calculated based on specific epigenetic markers that are present on the 450k array. Differential methylation analysis was performed both at site and region level; moreover, stochastic epigenetic mutations (SEMs) were also evaluated. The study showed significant differences in blood cell composition between the two groups. Moreover, after multiple testing correction, statistically significant differences in DNA methylation levels emerged between the two groups both at site and region levels. Results obtained were compared to those reported by previous EWAS, leading to a list of more consistent genes associated with PTB. Finally, the SEMs analysis revealed that the burden of SEMs resulted significantly higher in the preterm group. In conclusion, PTB resulted associated to specific epigenetic signatures that involve immune system. Moreover, SEMs analysis revealed an increased epigenetic drift at birth in the preterm group.Entities:
Keywords: DNA-methylation; Infinium Human Methylation 450K BeadChip; genome-wide; preterm birth; stochastic epigenetic mutations
Mesh:
Year: 2020 PMID: 32708910 PMCID: PMC7403978 DOI: 10.3390/ijms21145044
Source DB: PubMed Journal: Int J Mol Sci ISSN: 1422-0067 Impact factor: 5.923
Phenotypic characteristics of the 90 subjects recruited: 18 preterm and 72 full-term babies.
| Characteristics of Pregnancy | Preterm Babies ( | Full-Term Babies ( | |
|---|---|---|---|
| Sex M | 11 (61%) | 33 (46%) | ns |
| Age | 33.27 (6.49) | 34.77 (5.03) | ns |
| BMI | 21.49 (2.47) | 22.42 (3.88) | ns |
| Weight before pregnancy | 56.16 (7.40) | 60.40 (12.12) | ns |
| Increase of weight during pregnancy | 10.66 (4.15) | 12.22 (4.57) | ns |
| Diseases during pregnancy | 4 (22%) | 26 (36%) | ns |
| Diabetes | 2 (11%) | 4 (6%) | ns |
| Hypothyroidism | 1 (6%) | 10 (14%) | ns |
| Smoke | 4 (22%) | 16 (22%) | ns |
| Assumption of folic acid | 17 (94%) | 68 (94%) | ns |
| Pregnancy expressed in days | 243.16 (18.81) | 275.58 (8.39) | <0.01 |
| Birth weight | 2366.11 (520.69) | 3251.18(456.15) | <0.01 |
| Eutocic delivery | 18 (100%) | 53 (74%) | <0.05 |
Figure 1Boxplot showing the distribution of Estimate cell counts between preterm and full-term babies.
Figure 2Dimensional reduction of methylation data. Scatter plot showing samples after performing Kruskal’s non-metric multidimensional scaling. Only the first two dimensions are shown.
Figure 3Scatterplot for differential methylation. The transparency corresponds to point density. If the number of points exceeds 2 × 106 then the number of points for density estimation is reduced to that number by random sampling. The 1% of the points in the sparsest populated plot regions are drawn explicitly (up to a maximum of 10,000 points). Additionally, the red dots represent significantly differentially methylated loci (according to the indicated criterion).
Figure 4The upset plot showing the degree of consistence among studies.
Figure 5Boxplot showing the distribution of SEMs between preterm and full-term babies. SEMs are divided in Hypomethylated and Hypermethylated and Total. The thick horizontal line represents the median of the distribution while the box represents the interquartile range. Whiskers are set as the default option for boxplot function and extend to the most extreme data point which is no more than 1.5 times the interquartile range from the box. Open circles represent outliers, (single values exceeding 1.5 interquartile ranges).