| Literature DB >> 34795637 |
Jordi Mayneris-Perxachs1,2,3, Maria Francesca Russo4, Rafel Ramos5,6,7, Ana de Hollanda8,9, Arola Armengou Arxé10, Matteo Rottoli11,12, María Arnoriaga-Rodríguez1,2,3,5, Marc Comas-Cufí6, Michele Bartoletti12, Ornella Verrastro4, Carlota Gudiol13,14,15,16,17, Ester Fages6,7, Marga Giménez8,9,18, Ariadna de Genover Gil10, Paolo Bernante11,12, Francisco Tinahones3,19, Jordi Carratalà13,14,15,16, Uberto Pagotto20, Ildefonso Hernández-Aguado21,22, Fernando Fernández-Aranda3,14,16,23, Fernanda Meira9,18,24, Antoni Castro Guardiola10, Geltrude Mingrone4,25, José Manuel Fernández-Real1,2,3,5.
Abstract
Background: Hyperglycemia and obesity are associated with a worse prognosis in subjects with COVID-19 independently. Their interaction as well as the potential modulating effects of additional confounding factors is poorly known. Therefore, we aimed to identify and evaluate confounding factors affecting the prognostic value of obesity and hyperglycemia in relation to mortality and admission to the intensive care unit (ICU) due to COVID-19.Entities:
Keywords: COVID-19; epidemiology; hemoglobin; hyperglycemia; machine learning; mortality; obesity
Mesh:
Substances:
Year: 2021 PMID: 34795637 PMCID: PMC8593102 DOI: 10.3389/fendo.2021.741248
Source DB: PubMed Journal: Front Endocrinol (Lausanne) ISSN: 1664-2392 Impact factor: 5.555
Figure 1Flow chart of study design and inclusion criteria.
Characteristics of the patients included in each Institution.
| Bellvitge (N=376) | Bologna (N=420) | Clinic (N=382) | Trueta (N=101) | NIKE (N=157) | Primary Care (N=1629) | Total (N=3065) | |
|---|---|---|---|---|---|---|---|
|
| 88 (23.4%) | 83 (19.8%) | 60 (15.7%) | 9 (8.9%) | 26 (16.6%) | 0 (0.0%) | 266 (8.7%) |
|
| 48 (12.8%) | 51 (12.1%) | 154 (40.3%) | 20 (19.8%) | 17 (10.8%) | 0 (0.0%) | 290 (9.5%) |
|
| 68.0 (56.0,76.0) | 68.0 (55.0,80.0) | 64.0 (54.0,73.0) | 62.0 (48.0,73.0) | 65.0 (54.0,76.0) | 61.9 (43.8,84.6) | 65.0 (49.4,80.0) |
|
| 151 (40.2%) | 160 (38.1%) | 148 (38.7%) | 44 (43.6%) | 59 (37.6%) | 1103 (67.7%) | 1665 (54.3%) |
|
| 0.9 (0.7, 1.2) | 0.9 (0.8, 1.1) | 0.9 (0.8, 1.1) | 0.7 (0.6, 1.0) | 0.9 (0.8, 1.2) | 0.8 (0.7, 1.0) | 0.8 (0.7, 1.0) |
|
| 113.5 (100.9,140.6) | 111.0 (99.0,132.2) | 110.0 (97.0,131.8) | 117.0 (105.0,140.0) | 110.0 (98.0,128.0) | 90.0 (81.0,101.0) | 99.1 (86.5,119.0) |
|
| 28.9 (26.0, 31.6) | 25.1 (23.0,28.4) | 27.8 (24.9,31.2) | 31.2 (27.0, 38.0) | 25.4 (24.1,27.3) | 26.2 (23.0,29.9) | 26.7 (23.7,30.3) |
|
| 130.5 (117.0, 43.0) | 125.0 (111.5,135.0) | 124.0 (112.0,140.0) | 131.0 (119.0, 144.0) | 125.0 (115.0,140.0) | 127.0 (116.0,136.0) | 127.0 (115.0, 38.0) |
|
| 72.0 (64.0, 81.0) | 70.0 (70.0, 80.0) | 72.0 (65.0, 81.0) | 74.0 (65.0, 85.0) | 79.0 (70.0, 85.0) | 74.0 (67.0, 80.0) | 73.0 (66.0, 80.0) |
Figure 2Incidence odds ratio of (A) admission to the ICU and (B) mortality from COVID-19 by potential prognostic variables. Data are presented as odds ratio (OR) and 95% confidence intervals (CI). The reference groups (OR=1) for each variable are shown as “-”.: The odds ratios shown are adjusted through a logistic regression model which includes all variables listed. Data are also represented as a forest plot.
Figure 3Mortality and ICU admission prognostic variables identified from machine learning. Boxplots of the normalized permutation importance obtained from the Boruta algorithm for the potential prognostic variables associated to the (A) mortality from COVID-19 in all subjects (n=3065), (B) admission to the ICU in all subjects (n=3065), (C) mortality from COVID-19 in hospital patients (n=1114), and (D) admission to the ICU in hospital patients (n=1114).
Figure 4Incidence odds ratio of mortality from COVID-19 in men including iron-related parameters as prognostic variables. Data are presented as odds ratio (OR) and 95% confidence intervals (CI). The reference groups (OR=1) for each variable are shown as “-”.: The odds ratios shown are adjusted through a logistic regression model which includes all variables listed. Data are also represented as a forest plot. Hemoglobin and bilirubin were dichotomized based on the median values.
Figure 5Incidence odds ratio of mortality from COVID-19 for the final models (n=1,114) according to the median hemoglobin concentrations (13.6 g/dL). (A) In individuals with hemoglobin levels below the median, (B) In individuals with hemoglobin levels above the median, (C) Receiver operating characteristic curve for the logistic regression model in individuals with hemoglobin levels below the median, (D) Receiver operating characteristic curve for the logistic regression model in individuals with hemoglobin levels above the median. Data are presented as odds ratio (OR) and 95% confidence intervals (CI). The reference groups (OR=1) for each variable are shown as “-”.: The odds ratios shown are adjusted through a logistic regression model which includes all variables listed. Data are also represented as a forest plot. AUC, area under the curve.
Confusion matrix for the model with hemoglobin levels below the median (<13.6 mg/dL).
| Actual class | Total | ||||
|---|---|---|---|---|---|
| Death | Survival | ||||
|
|
| TP=122 | FP=30 | 152 | PPV=80% |
|
| FN=7 | TN=9 | 16 | NPV=56% | |
|
| 129 | 39 | 168 | ||
| TPR=94% | TNR=23% |
| |||
TP, true positive; FP, false positive; FN, false negative; TN, true negative; PPV, Positive Predictive Value Precision; TPR, True Positive Rate Sensitivity; TNR, True Negative Rate, Specificity; NPV, Negative Predictive Value.
Confusion matrix for the model with hemoglobin levels above the median (>13.6 mg/dL).
| Actual class | Total | ||||
|---|---|---|---|---|---|
| Death | Survival | ||||
|
|
| TP=120 | FP=16 | 136 | PPV=88% |
|
| FN=15 | TN=11 | 26 | NPV=42% | |
|
| 135 | 27 | 162 | ||
| TPR=89% | TNR=41% |
| |||
TP, true positive; FP, false positive; FN, false negative; TN, true negative; PPV, Positive Predictive Value Precision; TPR, True Positive Rate Sensitivity; TNR, True Negative Rate, Specificity; NPV, Negative Predictive Value.