| Literature DB >> 30159257 |
Azita Ganji1,2, Abbas Esmaeilzadeh1,2, Omid Ghanaei1,2, Amin Saberi3, Danial Taherzadeh4, Soodabe Sazgarnia5, Zohre Mayabi Joghal5, Mahboube Zirak6, Salman AbdolahRamazani7, Leili Zarifmahmoudi8.
Abstract
Background: Red blood cell distribution width (RDW) is a quantitative measure of variability in the size of circulating erythrocytes. It has been recently identified as a prognostic marker in several diseases including acute pancreatitis (AP). In this systematic review the prognostic value of RDW in predicting mortality of AP patients will be assessed.Entities:
Keywords: Acute pancreatitis; Meta-analysis; Mortality; Prognosis; Red blood cell distribution width; Systematic review
Year: 2017 PMID: 30159257 PMCID: PMC6108247 DOI: 10.14196/mjiri.31.124
Source DB: PubMed Journal: Med J Islam Repub Iran ISSN: 1016-1430
Fig. 1Summary of findings
| First Author, Year, Country | n |
Age (years) | Survival/ death |
Difference in %RDW between survivors and |
Logistic | ||
| %RDW in survivors |
%RDW in | p | |||||
|
Senol, 2013, Turkey
[ | 102 |
56.5 | 89 / 13 | 13.3 (12.5-14.3)† | 15.6 (14-21)† |
<0.001*, | - |
|
Kolber, 2013, Poland
[ | 40 |
46.6 | 34 / 6 | 13.6† | 14.3† | < 0.05* | - |
|
Floreánová, 2014, Czech Republic
[ | 159 |
56 | 140 / 19 | - | - | - | - |
|
Yao, 2014, China
[ | 106 |
51.2 | 98 / 8 | 12.98 ± 1.04^ | 14.2±0.72^ | 0.002$ | - |
|
Gülen, 2015, Turkey
[ | 332 |
53.1 | 318 / 14 | 13.7 (12.9–14.5)† | 14.7 (13.7–15.6)† | 0.201* | not significant2 |
|
Wang, 2015, China
[ | 120 |
51.2 | 104 / 16 | 12.82 ± 0.95^ | 14.31 ± 0.85^ | < 0.001* | - |
|
Yang, 2016, China
[ | 117 | 54.2 | 46 / 68 | 13.4 +- 1.5^ | 16.6 +- 1.7^ | 0.001$ | OR 1.170 (95 % CI: 1.004-1.325, P= 0.008)3 |
^ mean ±SD † median (range) $ Student’s t-test * Mann-Whitney U test 1 Multivariate Mann-Whitney with age, BUN, platelet count, WBC count, Albumin as confounding variables 2 Multivariate logistic regression with Balthazar classification, HAPS score, NLR, age, diabetes mellitus and systolic hypertension as confounding variables
3 Multivariate logistic regression with APACHEII score, Ranson score, albumin, oxygenation index, serum creatinine as confounding variables
Quality of the included studies
| First Author, Year | inclusion at a common point | Duration of follow-up or hospital stay | Method of outcome evaluation / Blind outcome evaluation | Adjustment for confounding variables |
|
Senol, 2013
[ | Yes | Median of 6 (1-88) days | Death of all causes / NA | Yes |
|
Kolber, 2013
[ | Yes | Median of 6.5 (5-10) days in mild and 20.5 (12-176) in severe or complicated cases | Death of all causes / NA | No |
|
Floreánová, 2014
[ | Yes | Not reported | Death of all causes / NA | No |
|
Yao, 2014
[ | Yes | Up to 3 months | Death of all causes / NA | No |
|
Gülen, 2015
[ | Yes | First 24 hours after admission | Death of all causes / NA | Yes |
|
Wang, 2015
[ | Yes | Up to 3 months | Death of all causes / NA | No |
|
Yang, 2016
[ | Yes | Not reported |
Death of all causes / NA | Yes |
Diagnostic data of the studies included in the meta-analysis. TP: true positives, FP: false positives, FN: false negatives, TN: true negatives
| First author, Year | Number of patients | RDW cutoff | ||||
| Total | TP | FP | FN | TN | ||
|
Senol, 2013
[ | 102 | 6 | 3 | 7 | 86 | 14.8% |
|
Floreanova, 2014
[ | 159 | 13 | 45 | 6 | 95 | 13.25% |
|
Yao, 2014
[ | 106 | 6 | 10 | 2 | 88 | 14.2% |
|
Wang, 2015
[ | 120 | 14 | 9 | 2 | 95 | 14.35% |
Fig. 2
Fig. 3