| Literature DB >> 36071509 |
Elias Eythorsson1, Valgerdur Bjarnadottir2, Hrafnhildur Linnet Runolfsdottir2, Dadi Helgason2, Ragnar Freyr Ingvarsson2, Helgi K Bjornsson2, Lovisa Bjork Olafsdottir2, Solveig Bjarnadottir2, Arnar Snaer Agustsson2, Kristin Oskarsdottir2, Hrafn Hliddal Thorvaldsson2, Gudrun Kristjansdottir2, Aron Hjalti Bjornsson2, Arna R Emilsdottir2, Brynja Armannsdottir2, Olafur Gudlaugsson2, Sif Hansdottir2,3, Magnus Gottfredsson2,3, Agnar Bjarnason2,3, Martin I Sigurdsson2,3, Olafur S Indridason2, Runolfur Palsson4,5.
Abstract
BACKGROUND: The severity of SARS-CoV-2 infection varies from asymptomatic state to severe respiratory failure and the clinical course is difficult to predict. The aim of the study was to develop a prognostic model to predict the severity of COVID-19 in unvaccinated adults at the time of diagnosis.Entities:
Keywords: COVID-19; Clinical decision rules; Prediction model; Prognostic model; SARS-CoV-2
Year: 2022 PMID: 36071509 PMCID: PMC9451645 DOI: 10.1186/s41512-022-00130-0
Source DB: PubMed Journal: Diagn Progn Res ISSN: 2397-7523
Fig. 1Flow diagram of the study cohort
Variables included in the prognostic model are shown for the derivation cohort
| Predictor | Derivation cohort |
|---|---|
| Age, years | 40, 28–54 (0, 0%) |
| Sex, male | 2455, 51.6% (0, 0%) |
| Body mass index | 26.0, 23.1–29.45 (1,441, 30.3%) |
| Current smoking | 395, 9.1% (494, 8.5%) |
| Diabetes | 136, 3.0% (242, 5.1%) |
| Hypertension | 569, 12.6% (225, 0.7%) |
| Heart disease | 282, 6.2% (235, 4.9%) |
| Chronic kidney disease | 25, 0.6% (246, 5.2%) |
| Pulmonary disease | 245, 5.4% (239, 5.0%) |
| Cancer | 114, 2.5% (243, 5.1%) |
| Flu-like symptoms | 3781, 80.8% (77, 2.2%) |
| Upper respiratory symptoms | 2727, 59.5% (169, 3.6%) |
| Lower respiratory symptoms | 1206, 26.6% (226, 4.8%) |
| Gastrointestinal symptoms | 1018, 22.6% (244, 5.1%) |
| Clinical score = moderate or high severity | 470, 10.6% (306, 6.4%) |
| Telehealth only | 4143, 87.1% (0, 0%) |
| Urgent care visit | 375, 7.9% (0, 0%) |
| Hospitalization | 188, 4.0% (0, 0%) |
| Intensive care unit admission or death | 50, 1.1% (0, 0%) |
Continuous variables are summarized as medians and interquartile ranges (IQR). The number of cases behind each categorical variable are presented along with the percentage. For each of the variables, the number and proportion of cases with missing data are displayed within parenthesis. Two candidate predictor variables (chronic kidney disease [n = 25] and clinical score = high severity [n = 74]) were not included in the final model due to small sample sizes
Optimism-corrected calibration and discrimination indices of the prognostic model for each of the outcomes. The 95% bootstrapped confidence intervals are presented within parenthesis
| Indexes | Urgent care visit | Hospitalization | Intensive care unit admission or death |
|---|---|---|---|
| C-statistic | 0.793 (0.789 to 0.797) | ||
| Negalkerke’s R2 | 0.234 (0.227 to 0.242) | ||
| Calibration intercept | -0.043 (-0.064 to -0.023) | -0.063 (-0.094 to -0.033) | -0.098 (-0.155 to -0.042) |
| Calibration slope | 0.973 (0.963 to 0.983) | ||
| Brier score | 0.092 (0.091 to 0.093) | 0.039 (0.038 to 0.039) | 0.010 (0.010 to 0.010) |
| 0.014 (0.008 to 0.020) | 0.018 (0.010 to 0.027) | 0.027 (0.013 to 0.041) | |
Emax is the maximum absolute difference between the predicted probabilities of the prognostic model and the weighted scatterplot smoothing (LOWESS) calibrated probability
Fig. 2Optimism-corrected calibration curves of the prognostic model illustrate the relationship between the observed and predicted probability of urgent care visit or worse (A), hospitalization or worse (B) and admission to intensive care unit or death (C). The sample distribution of predicted probabilities is presented as marginal histograms. The sample is divided into 10 equally large groups of predicted probability and the mean observed probability of each group depicted as a black dot and point range centered at the mean predicted probability of the group. The weighted scatterplot smoothing (LOWESS) relationship between the observed and predicted probabilities of bootstrap resamples with replacement from 2000 imputed datasets are shown as individual thin gray lines with the mean relationship shown as a blue line. These are compared to the dashed black line, reflecting a perfect relationship between observed and predicted probabilities
Fig. 3A, C Illustration of the standardized net benefit of the prognostic model (blue lines) compared with the strategies of monitoring or treating all individuals (black lines) and not providing any follow-up or treatment (red lines) over a range of risk thresholds. B, D The number of persons (out of 1000) who would be categorized at high or low risk for each risk threshold. A The use of the prognostic model to omit persons from follow-up who are at low risk of an urgent care visit or worse. The Y-axis represents the net increase in the proportion of low-risk individuals who avoid unnecessary monitoring (out of a hypothetical maximum achieved when the true negative rate is one and false negative rate is zero) compared with the strategy of enrolling all persons. B Illustration of the expected number of individuals (out of 1000) who would be omitted from monitoring using the prognostic model as a function of low-risk threshold (blue line) and the number of persons who would be omitted and who would never require an urgent in-person evaluation or worse (dashed blue line). C The use of the prognostic model to offer individuals who are at high risk of hospitalization or worse more rigorous follow-up or therapeutic intervention. The Y-axis represents the net increase in the proportion of high-risk individuals who are offered treatment (out of a hypothetical maximum achieved when the true positive rate is one and the false positive rate is zero) compared with the strategy of treating no cases. D The expected number of individuals (out of 1000) who would be offered treatment (blue line) and not be offered treatment (dashed green line) as a function of high-risk threshold. Also shown is the expected number of high-risk individuals (blue line) and those not at high risk (dashed green line) who later would have required hospitalization