| Literature DB >> 32264859 |
Xubo Qian1, Yong-Xin Liu2, Xiaohong Ye3, Wenjie Zheng4, Shaoxia Lv5, Miaojun Mo6, Jinjing Lin7, Wenqin Wang8, Weihan Wang3, Xianning Zhang9, Meiping Lu10.
Abstract
BACKGROUND: Recent studies have suggested that the gut microbiota is altered in children with juvenile idiopathic arthritis (JIA). However, age, sex, and body mass index (BMI) were not matched in the previous studies, and the results are inconsistent. We conducted an age-, sex-, and BMI-matched cross-sectional study to characterize the gut microbiota in children with JIA, and evaluate its potential in clinical prediction.Entities:
Keywords: Biomarker; Butyrate; Decision curve analysis; Juvenile idiopathic arthritis; Machine learning; Microbiota; Propionate; Random forest model; Short-chain fatty acids
Mesh:
Substances:
Year: 2020 PMID: 32264859 PMCID: PMC7137182 DOI: 10.1186/s12864-020-6703-0
Source DB: PubMed Journal: BMC Genomics ISSN: 1471-2164 Impact factor: 3.969
Demographic and clinical characteristics of the two groups
| Characteristics | JIA group ( | Control group ( | Statistic | |
|---|---|---|---|---|
| Age, median (IQR) | 10.27 (3.09–11.56) | 9.95 (3.20–11.60) | W = 827 | 0.907 |
| Female | 20 | 20 | χ2 = 0 | 1.000 |
| BMI, median (IQR) | 16.23 (15.12–18.30) | 16.60 (15.80–18.10) | W = 759 | 0.455 |
| Disease duration, months, mean (SD) | 3.47 (1.45) | |||
| Subtypes of JIA | ||||
| Oligoarthritis, n (%) | 17 (42.50) | |||
| Polyarthritis, n (%) | 9 (22.50) | |||
| Enthesitis-related arthritis, n (%) | 14 (35.00) | |||
| Disease activity parameters | ||||
| cJADAS10, median (IQR) | 9 (7–13) | |||
| ESR, median (IQR) | 20.50 (10.50–36.00) | |||
| CRP, median (IQR) | 3.00 (0.50–10.01) | |||
| Autoantibody status | ||||
| ANA, median (IQR)a | 0.00 (0.00–4.60) | |||
| ACPA positive, n (%) | 3 (7.50) | |||
| RF positive, n (%) | 3 (7.50) | |||
| Cytokines | ||||
| IL-2, mean (SD), pg/ml | 2.64 (1.07) | |||
| IL-4, median (IQR), pg/ml | 2.10 (1.30–2.07) | |||
| IL-6, median (IQR), pg/ml | 6.80 (2.85–16.70) | |||
| IL-10, median (IQR), pg/ml | 2.90 (2.15–3.90) | |||
| TNF, median (IQR), pg/ml | 2.00 (1.15–2.40) | |||
| IFN-γ, median (IQR), pg/ml | 3.50 (1.65–5.20) | |||
| Cluster of differentiation | ||||
| CD3, mean (SD), % | 70.60 (8.14) | |||
| CD4, mean (SD), % | 34.89 (6.94) | |||
| CD8, mean (SD), % | 29.58 (7.70) | |||
| CD19, median (IQR), % | 15.47 (11.04–17.64) | |||
| CD3-CD16 + CD56+, median (IQR), % | 10.47 (6.64–13.80) | |||
| CD4/CD8, median (IQR) | 1.14 (0.88–1.61) | |||
ACPA Anti-citrullinated protein antibodies, ANA Antinuclear antibody, BMI Body mass index, CD Cluster of differentiation, cJADAS10 Juvenile arthritis disease activity score 10, CRP C-reactive protein, ESR Erythrocyte sedimentation rate, IFN Interferon, IL Interleukin, IQR Interquartile range, RF Rheumatoid factor, TNF Tumor necrosis factor
aLog10 transformed
Fig. 1Diversity analyses show that the differences in the α- and β-diversities of the gut microbiota differ between the JIA and the control groups. a Comparisons of the Chao 1 and Shannon indices between the two groups. The two indices were significantly reduced in the JIA group compared to the control group (P = 0.0026 and 0.031, Wilcoxon test). b Venn diagram based on genera. The two groups have 83 shared genera, with 3 unique genera in the JIA group and 8 unique genera in the control group. c Ordination plot for the first two PCoA axes based on Bray-Curtis dissimilarity. The samples of the JIA and control groups are relatively clustered together, indicating that the Bray-Curtis dissimilarity differs between the two groups (P = 0.019, PERMANOVA test). d The phylogenetic tree was built using the OTUs greater than 0.3% (Additional file 2: Table S6). The OTUs in the plot are colored by phyla
Fig. 2The compositional differences at phylum, genus, and OTU levels, and associations between genera and clinical indices. a The compositional differences of the phyla and genera between the two groups. b Associations between the relative abundance of the 4 genera and clinical indices. A pie chart with an asterisk indicates that the correlation coefficient reached significance after the P-value was adjusted. c Volcano plot of the OTUs. Green and red points represent the sample of those with P-values < 0.05 by Wilcoxon test (unadjusted P-values). The green and red colors indicate a decrease and increase in abundance, respectively. The effect size is the ratio of “the difference between groups” and “the maximum difference within groups.” In general, the effect size cut-off is more robust than P-values. The OTUs are considered biological markers if their absolute values of effect size are ≥0.5. Seven OTUs, marked with OTU numbers, have absolute values > 0.5, including the five OTUs identified by Wilcoxon test (Additional file 2: Table S8). ACPA: Anti-citrullinated protein antibody; ANA: Antinuclear antibody; cJADAS10: Clinical juvenile arthritis disease activity score 10; Duration: Disease duration; ESR: Erythrocyte sedimentation rate; Glo: Globulin; Hb: Hemoglobin; Pl: Platelet; TC: Total cholesterol; WBC: While blood cell; Neu: Neutrophil
Fig. 3The random forest model constructed using 12 genera can be used as a disease classifier to differentiate JIA patients from healthy controls. a Plot of genera numbers vs error rates. As the genera numbers increased, the error rates decreased sharply. The dashed gray line marks the optimal cut-off for biomarker selection. This analysis indicated that 12 was the optimal predictor (genus) number. b The variable importance of the genera analyzed using the randomForest package in R. The most important 12 genera are listed in the plot. The greater the Gini indices, the more important the variables are. c The relative abundance of the 12 genera identified by the random forest model and Wilcoxon test. The 4 genera marked with an asterisk differed significantly in abundance between the two groups by Wilcoxon test (corrected P < 0.05). d ROC of the random forest model constructed using the 12 genera. The diagonal line in the graph marks an AUC of 0.5. The 95% confidence intervals are shown as shaded areas. e DCA for the random forest model constructed using the 12 genera. The y-axis measures the net benefit. The green line represents the situation with the assumption that all children received treatment due to JIA. The blue line indicates the net benefit under the assumption that no children received treatment due to JIA (e.g., representing the natural disease course without medical intervention so that the net benefit is constantly zero). The red line is above the green and blue lines, especially within the threshold probability of 0.23–0.77, which implies that the prediction model is able to achieve a greater net benefit than the situation when the children are treated or untreated without any model