| Literature DB >> 35731375 |
Abstract
INTRODUCTION: According to the Chinese Health Commission guidelines, coronavirus disease 2019 (COVID-19) severity is classified as mild, moderate, severe, or critical. The mortality rate of COVID-19 is higher among patients with severe and critical diseases; therefore, early identification of COVID-19 prevents disease progression and improves patient survival. Computed tomography (CT) radiomics, as a machine learning method, provides an objective and mathematical evaluation of COVID-19 pneumonia. As CT-based radiomics research has recently focused on COVID-19 diagnosis and severity analysis, this meta-analysis aimed to investigate the predictive power of a CT-based radiomics model in determining COVID-19 severity.Entities:
Keywords: COVID-19; Computed tomography; Meta-analysis; Radiomics; Textural
Mesh:
Year: 2022 PMID: 35731375 PMCID: PMC9213649 DOI: 10.1007/s11547-022-01510-8
Source DB: PubMed Journal: Radiol Med ISSN: 0033-8362 Impact factor: 6.313
Fig. 1A flowchart illustrating the inclusion process used to identify studies
Characteristics of the selected studies
| Author Nation, year | Study type | Patient selection, ROI | Patient number of disease severity by CHC guidelines | Patient number of radiomics training model | Highest AUC (95% CI) | |||
|---|---|---|---|---|---|---|---|---|
| Non-SVD | SVD | Training set | Internal validation | Test cohort | ||||
| Xie et al. China, 2021[ | Retrospective Observational | Hospital admission, PN | 110 | 40 | 105 | Tenfold cross-validation | 45 | 0.98 |
| Liang Li et al. China, 2021[ | Retrospective Observational | Hospital admission, PN | 246 | 70 | 159 | 70 | 87 | 0842 (0.761–0.922) |
| Wang et al. China, 2020[ | Retrospective Observational | Hospital admission, PN | 216 | 44 | 156 | Tenfold cross-validation | 104 | 0.978 |
| Xiong et al. China, 2021 [ | Retrospective Observational | Hospital admission, PN | 136 | 83 | 175 | Fivefold cross-validation | 44 | 0.97 |
| Wei et al. China, 2020 [ | Retrospective Observational | Hospital admission, PN | 60 | 21 | 81 | 100-fold cross-validation | Nil | 0.93 (0.86–1.00) |
| Cai et al. China, 2020 [ | Retrospective Observational | Hospital admission, PN | 25 | 74 | 99 | Tenfold cross-validation | Nil | 0.927 (0.92–0.931) |
| Tang et al. China, 2021 [ | Retrospective Observational | Hospital admission, PN | 76 | 42 | 55 | 24 | 39 | 0.98 |
| Cong Li et al. China, 2020 [ | Retrospective Observational | Hospital admission, PN | Nil | 217 | 174 | Tenfold cross-validation | 43 | 0.861 (0.753–0.968) |
ROI Region of interest, CHC Chinese health commission, SVD severe disease, AUC the area under the receiver operating characteristic curve, CI confidence interval, PN pneumonia
Fig. 2The forest plot for sensitivity
Fig. 3The forest plot for specificity
Fig. 4The SROC curve
Radiomics quality scores of the selected literature
| Study criteria | Xie et al. 2021[ | Liang Li et al. 2021[ | Wang et al. 2020[ | Xiong et al. 2021[ | Wei et al. 2020[ | Cai et al. 2020[ | Tang et al. 2021[ | Cong Li et al. 2020[ |
|---|---|---|---|---|---|---|---|---|
| Image protocol quality | + 1 | + 1 | + 1 | + 1 | + 1 | + 1 | + 1 | + 1 |
| Multiple contouring | + 1 | + 1 | + 1 | + 1 | + 1 | + 1 | + 0 | + 0 |
| Phantom study | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 |
| Imaging at additional time points | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 |
| Feature reduction or multiple testing correction | + 3 | + 3 | + 3 | + 3 | + 3 | + 3 | + 3 | + 3 |
| Multivariate analysis with non-radiomics covariates | + 1 | + 1 | + 1 | + 0 | + 1 | + 1 | + 1 | + 0 |
| Detection and discussion of biological mechanism | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 |
| Cutoff analyses | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 |
| Discrimination analyses | + 2 | + 2 | + 2 | + 2 | + 2 | + 2 | + 2 | + 2 |
| Calibration analyses | + 1 | + 1 | + 1 | + 0 | + 0 | + 0 | + 0 | + 0 |
| Prospective study registration in a study database | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 |
| Validation | + 2 | + 3 | + 2 | + 2 | -5 | -5 | + 2 | + 2 |
| Comparison to the “gold standard” | + 2 | + 2 | + 2 | + 2 | + 2 | + 2 | + 2 | + 2 |
| Future application | + 2 | + 2 | + 2 | + 2 | + 2 | + 2 | + 2 | + 2 |
| Cost–benefit analysis | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 |
| Public science and data | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 | + 0 |
Total score (possible score range − 8 (0%) to 36 (100%)) | 15 (34%) | 16 (36%) | 15 (34%) | 13 (30%) | 7 (16%) | 7 (16%) | 13 (30%) | 12 (27%) |
Fig. 5Quality assessment of diagnostic accuracy studies
Fig. 6Funnel plot
The type of radiomics and non-radiomics features used in the selected studies
| Author, year | Radiomics features | Non-radiomics features |
|---|---|---|
| Xie et al. 2021 [ | Shape-based, first-order, GLCM, GLRM | Age, number of lesions, CT score※, comorbidity, GGO with consolidation |
| Liang Li et al. 2021 [ | First-order, GLCM, GLDZM, GLRM, GLSZM, NGTDM | Age, comorbidities, CTSS*, CTLP# |
| Wang et al. 2020 [ | Shape-based | Nil |
| Xiong et al. 2021 [ | Shape-based, first-order, GLCM, GLRM, GLSZM, NGTDM, GLDZM | Nil |
| Wei et al. 2020 [ | GLSZM, GLRM | CT score※ |
| Cai et al. 2020 [ | First-order | PaO2; eosinophil ratio; blood oxygen saturation; age |
| Tang et al. 2021 [ | Shape-based, first order | WBC-DC, blood coagulation function, blood electrolytes, inflammatory markers |
| Cong Li et al. 2020 [ | First-order, GLCM, GLDZM | Deep learning features |
CT score.※, the score used to evaluate the severity of ground-glass opacity [36]
GLCM, gray-level co-occurrence matrix; GLRM, gray-level run-length matrix; GGO, ground-glass opacity; GLDRM, gray-level distance-zone matrix; GLSZM, gray-level size-zone matrix; NGTDM, neighborhood gray-tone difference matrix; CTSS*, CT severity score, volume of lesions/volume of the lungs on CT; CTLP.#, CT lesion percentage of pulmonary involvement [37]; WBC-DC, white blood cell differentiated count
The prediction algorithms used in the selected studies
| Author, year | Algorithms used in the study |
|---|---|
| Xie et al. 2021 [ | LASSO |
| Liang Li et al. 2021 [ | LASSO |
| Wang et al. 2020 [ | LASSO |
| Xiong et al. 2021 [ | XGBClassifier |
| Wei et al. 2020 [ | Backward stepwise multivariate logistic regression |
| Cai et al. 2020 [ | Random forest |
| Tang et al. 2021 [ | Random forest |
| Cong Li et al. 2020 [ | Logistic regression |
LASSO, least absolute shrinkage and selection operator