| Literature DB >> 24955978 |
Avital Avriel1, Maya Paryente Wiessman2, Yaniv Almog3, Yael Perl2, Victor Novack2, Ori Galante4, Moti Klein4, Michael J Pencina5, Amos Douvdevani6.
Abstract
AIM: The aim of the current study is to assess the mortality prediction accuracy of circulating cell-free DNA (CFD) level at admission measured by a new simplified method.Entities:
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Year: 2014 PMID: 24955978 PMCID: PMC4067333 DOI: 10.1371/journal.pone.0100514
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Patient demographics and clinical data at baseline.
| All Patients with severe sepsis n = 108 | Died in hospitalization or within 28 days n = 35 | Survivors n = 73 | P value | |
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| 55.88 (±17.2) | 60.31 (±15.31) | 53.8 (±17.7) | 0.063 |
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| 71 (65.7%) | 27 (77.1%) | 44 (60.3%) | 0.084 |
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| 20 (12.25–27.75) | 26 (15–31) | 17 (11.5–24.5) | 0.003 |
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| 24 (22.2%) | 13 (37.1%) | 11 (15.1%) | 0.01 |
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| 8 (7.4%) | 7 (20%) | 1 (1.4%) | 0.001 |
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| 21 (19.4%) | 9 (25.7%) | 12 (16.4%) | 0.254 |
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| 47 (43.5%) | 14 (40%) | 33 (45.2%) | 0.61 |
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| 37 (34.3%) | 14 (40%) | 23 (31.5%) | 0.384 |
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| 7 (6.5%) | 5 (14.3%) | 2 (2.7%) | 0.023 |
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| 2.05 (±2.01) | 2.2 (±1.75) | 1.98 (±2.25) | 0.606 |
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| 2.8 (±0.75) | 2.34 (±0.57) | 2.99 (±0.74) | 0.024 |
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| 11.38 (±2.74) | 11.48 (±3.14) | 11.33 (±2.55) | 0.792 |
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| 1979 (1000.8–3365.5) | 3469.0 (1984.0–8833.0) | 1659.0 (855.5–2613.5) | <0.001 |
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| 2.39 (0.39–11.34) | 6.49 (0.91–13.87) | 1.05 (0.37–7.69) | 0.06 |
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| 1.4 (0.90–2.35) | 2.1 (1.25–4.3) | 1.2 (0.90–1.87) | 0.007 |
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| 0.686 | |||
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| 56 (51.9%) | 18 (51.4%) | 38 (52.1%) | |
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| 15 (13.9%) | 5 (14.3%) | 10 (13.7%) | |
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| 11 (10.2%) | 5 (14.3%) | 6 (8.2%) | |
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| 6 (5.6%) | 0 | 6 (8.2%) | |
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| 4 (3.7%) | 2 (5.7%) | 2 (2.7%) | |
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| 2 (1.9%) | 1 (2.9%) | 1 (1.4%) | |
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| 8 (7.4%) | 2 (5.7%) | 6 (8.2%) | |
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| 6 (5.6%) | 2 (5.7%) | 4 (5.5%) | |
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| 0.321 | |||
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| 47 (43.5%) | 19 (54.3%) | 28 (38.4%) | |
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| 16 (14.8%) | 4 (11.4%) | 12 (16.4%) | |
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| 10 (9.3%) | 4 (11.4%) | 6 (8.2%) | |
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| 35 (32.4%) | 8 (22.9%) | 27 (37%) | |
Figure 1In-hospital or 28-day mortality percentage by CFD quartiles (A) and procalcitonin (PCT) quartiles (B) on hospital admission.
CFD P-value for trend: p<0.001, PCT P-value for trend: p = 0.109.
Logistic regression model of in-hospital and 28-day mortality in patients with severe sepsis.
| Odds ratio | 95% CI | p-value | |
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| 1.05 | 1–1.11 | 0.049 |
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| 2.57 | 1.61–4.08 | <0.001 |
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| 1.04 | 0.98–1.11 | 0.226 |
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| 2.49 | 1.48–4.19 | 0.001 |
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| 1.39 | 0.84–2.31 | 0.2 |
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| |||
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| 1.05 | 0.99–1.11 | 0.085 |
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| 2.39 | 1.42–4.04 | 0.001 |
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| 1.41 | 0.90–2.22 | 0.136 |
Figure 2ROC curve of CFD levels and APACHE II score as predictors of in-hospital and 28-day mortality (A).
CFD P-value for trend: p<0.001, PCT P-value for trend: p = 0.109. Score: CFD; AUC = 0.79 (0.69–0.68), P<0.05 compared to APACHE II, IDI = 0.14 (0.03–0.25). APACHE-II+CFD; AUC = 0.79 (0.70–0.89), P<0.05, IDI = 0.18 (0.09-0.28). APACHE-II; AUC = 0.68 (0.56–0.79), Reference. ROC curve of CFD levels, PCT levels and APACHE II scores as predictors of in-hospital and 28-day mortality (B). Score: CFD; AUC = 0.79 (0.68–0.90), P<0.05 compared to APACHE II, IDI = 0.16 (0.04–0.29). PCT; AUC = 0.63(0.50–0.77), P>0.05, IDI = −0.04 (0.01–0.10). APACHE-II+CFD; AUC = 0.80(0.68–0.90), P<0.05, IDI = 0.20(0.09–0.31). APACHE-II+PCT; AUC = 0.65(0.51–0.78), P>0.05, IDI = 0.01(0.01–0.02). APACHE-II+CFD+PCT; AUC = 0.80(0.69–0.91), P<0.05, IDI = 0.16(0.04–0.27). CFD+PCT; AUC = 0.79(0.68–0.90), P<0.05, IDI = 0.13(−0.01–0.26). APACHE-II; AUC = 0.64(0.50–0.78), Reference.
Figure 3Locally weighted polynomial regression (LOESS) analysis for CFD based probability of in-hospital or 28-day mortality adjusted for APACHE II score on hospital admission.