| Literature DB >> 29929525 |
Zhengan Hao1, Xifeng Wang2, Xingqun Zhang3.
Abstract
BACKGROUND: Multiple operative treatments are available for the fixation of intertrochanteric femoral fractures. This analysis was conducted to provide guidance on the appropriate clinical choice to accommodate individual patients.Entities:
Keywords: Intertrochanteric hip fracture; Meta-analysis; Surgical intervention
Mesh:
Year: 2018 PMID: 29929525 PMCID: PMC6013997 DOI: 10.1186/s13018-018-0852-8
Source DB: PubMed Journal: J Orthop Surg Res ISSN: 1749-799X Impact factor: 2.359
Fig. 1Flowchart of the study selection process
Baseline characteristics of included studies
| Author (year) | Country | Intervention | Mean age (years) | Patients (number) | Type of fractures (unstable/stable) |
|---|---|---|---|---|---|
| Tang 2009 | China | DHS, FHR | 80.7 | 109 | 109/0 |
| Verettas 2010 | Greece | DHS, GN | 80.1 | 118 | 118/0 |
| Zou 2009 | China | DHS, PFNA | 65 | 121 | 94/27 |
| Xu 2010 | China | DHS, PFNA | 78.2 | 106 | 106/0 |
| Wang 2010 | China | DHS, FHR | 83.5 | 60 | 60/0 |
| Peyser 2007 | Israel | DHS, PCCP | 80.8 | 103 | 60/22 |
| Ahrengart 2002 | Sweden | DHS, GN | 80 | 426 | 222/204 |
| Xu 2010 | China | PFNA, GN | 76.7 | 107 | 40/67 |
| Butt 1995 | UK | DHS, GN | 78.5 | 95 | 30/30 |
| Leung 1992 | China | DHS, GN | 79.6 | 186 | 50/136 |
| Kosygan 2002 | England | DHS, PCCP | 82.8 | 108 | 49/59 |
| Peter 1995 | Canada | DHS, GN | 80.1 | 102 | 58/44 |
| Kukla 1997 | Austria | DHS, GN | 83.5 | 120 | 54/66 |
| Yang 2011 | America | DHS, PCCP | 76.5 | 66 | NA |
| Hoffman 1996 | New Zealand | DHS, GN | 80.9 | 67 | 22/45 |
| Garg 2011 | India | DHS, PFNA | 62.2 | 81 | 81/0 |
| Guo 2013 | China | PFNA, PCCP | 72.9 | 90 | 49/41 |
| Brandt 2002 | Netherlands | DHS, PCCP | 80.9 | 71 | 41/30 |
| Aktselis 2014 | Greece | DHS, GN | 83 | 71 | 71/0 |
| Vaquero 2012 | Spain | PFNA, GN | 83.6 | 61 | 61/0 |
| Utrilla 2005 | Spain | DHS, GN | 80.2 | 210 | 54/156 |
| Goldhagen 1994 | America | DHS, GN | 78 | 63 | NA |
| Christopher 2001 | England | DHS, GN | 81 | 400 | 193/207 |
| Huang 2006 | China | DHS, FHR | 72.8 | 156 | 43/113 |
Fig. 2The eligible clinical trials included in the network meta-analysis. The width of the connecting lines is proportional to the number of available head-to-head (direct) comparisons. The size of each node is proportional to the number of randomly assigned participants (sample size)
Methodological quality assessment by adjusted Jadad scale
| Author | Random sequence generation | Allocation concealment | Blinding of participants | Dropout Addressed | ITT |
|---|---|---|---|---|---|
| Tang 2009 | Unclear | Unclear | Unclear | Adequate | Y |
| Verettas 2010 | Adequate | Unclear | Unclear | Adequate | Y |
| Zou 2009 | Inadequate | Unclear | Unclear | Unclear | Y |
| Xu 2010 | Adequate | Adequate | Adequate | Adequate | Y |
| Wang 2010 | Inadequate | Unclear | Unclear | Unclear | N |
| Peyser 2007 | Adequate | Adequate | Adequate | Adequate | Y |
| Ahrengart 2002 | Adequate | Adequate | Adequate | Adequate | Y |
| Xu 2010 | Adequate | Adequate | Adequate | Adequate | Y |
| Butt 1995 | Adequate | Adequate | Adequate | Unclear | Y |
| Leung 1992 | Adequate | Adequate | Inadequate | Adequate | Y |
| Kosygan 2002 | Adequate | Adequate | Adequate | Adequate | Y |
| Peter 1995 | Adequate | Adequate | Adequate | Adequate | Y |
| Kukla 1997 | Adequate | Adequate | Adequate | Adequate | Y |
| Yang 2011 | Adequate | Adequate | Adequate | Adequate | Y |
| Hoffman 1996 | Adequate | Adequate | Adequate | Adequate | Y |
| Garg 2011 | Adequate | Unclear | Unclear | Adequate | N |
| Guo 2013 | Adequate | Adequate | Unclear | Adequate | Y |
| Brandt 2002 | Adequate | Adequate | Adequate | Adequate | Y |
| Aktselis 2014 | Inadequate | Unclear | Unclear | Adequate | Y |
| Vaquero2012 | Adequate | Adequate | Adequate | Adequate | Y |
| Utrilla 2005 | Adequate | Adequate | Adequate | Adequate | Y |
| Goldhagen 1994 | Adequate | Unclear | Unclear | Unclear | Y |
| Christopher | Adequate | Adequate | Adequate | Adequate | Y |
| Huang 2006 | Adequate | Adequate | Adequate | Adequate | Y |
ITT intention-to-treat analysis
Results of the meta-regression
| Outcome | Regression coefficient(95%CI) | |
|---|---|---|
| Publication year | Type of fractures | |
| Blood loss | − 0.02 (− 0.11, 0.08) | − 0.70 (− 2.04, 0.64) |
| Operation time | − 0.32 (− 0.10, 0.04) | − 0.22 (− 1.28, 0.83) |
Assessment of inconsistency between direct and indirect evidence
| Loop | Blood loss | Operation time |
|---|---|---|
| Inconsistency 95% CI | Inconsistency 95% CI | |
| DHS,PCCP, PFNA | 3.59 (0.00, 7.33) | 1.82 (0.00, 5.77) |
| DHS, GN, PFNA | 2.66 (0.00, 4.77) | 0.71 (0.00, 2.71) |
Assessment of heterogeneity and publication bias for trials included indirect meta-analyses
| Comparisons | Number | Q-test heterogeneity( | Begg’s test ( |
|---|---|---|---|
| Blood loss | |||
| DHS vs PFNA | 2 | 0.00/98.3% | 1.00 |
| DHS vs GN | 7 | 0.01/66% | 0.76 |
| DHS vs PCCP | 3 | 0.00/82.9% | 1.00 |
| DHS vs FHR | 3 | 0.04/69.4% | 0.30 |
| PFNA vs GN | 1 | NA | NA |
| PFNA vs PCCP | 1 | NA | NA |
| Operation time | |||
| DHS vs PFNA | 3 | 0.00/98.8% | 0.30 |
| DHS vs GN | 11 | 0.00/91.5% | 1.00 |
| DHS vs PCCP | 4 | 0.00/92.9% | 0.73 |
| DHS vs FHR | 3 | 0.00/91.4% | 1.00 |
| PFNA vs GN | 2 | 0.63/0% | 1.00 |
| PFNA vs PCCP | 1 | NA | NA |
P < 0.05 indicates significant heterogeneity in Cochrane Q-test, publication bias in Begg’s test. NA not applicable
Results of the direct and indirect meta-analyses
| a | ||||
| DHS | 3.41(0.13, 6.70) | 0.17(− 0.04, 0.38) | 0.71(0.11, 1.31) | − 0.19(− 0.61, 0.22) |
| 1.96(1.014, 1.963) | PFNA | − 0.43(− 0.81, − 0.04) | 0.93(0.50, 1.37) | NA |
| 0.26(− 0.35, 0.87) | − 1.70(− 2.74, − 0.66) | GN | NA | NA |
| 1.26(0.31, 2.20) | − 0.70(− 1.87, 0.46) | 1.00(− 0.10, 2.09) | PCCP | NA |
| − 0.23(− 1.26, 0.81) | − 2.19(− 3.60, − 0.77) | − 0.49(− 1.69, 0.71) | − 1.49(− 2.90, − 0.08) | FHR |
| b | ||||
| DHS | 1.24(− 1.36, 3.84) | 0.21(− 0.12, 0.54) | 0.34(− 0.49, 1.16) | − 0.12(− 0.92, 0.67) |
| 0.75(− 0.02, 0.75) | PFNA | − 0.30(− 0.60, 0.01) | 0.94(0.50, 1.37) | NA |
| 0.25(− 0.26, 0.77) | − 0.49(− 1.3, 0.33) | GN | NA | NA |
| 0.61(− 0.20, 1.44) | − 0.14(− 1.16, 0.88) | 0.35(− 0.59, 1.32) | PCCP | NA |
| − 0.12(− 1.15, 0.91) | − 0.86(− 2.15, 0.42) | − 0.37(− 1.52, 0.78) | − 0.72(− 2.03, 0.59) | FHR |
a Comparison of blood loss between 5 treatments. b Comparison of operation time between 5 treatments. Results of direct comparisons are listed in the upper triangle, and the estimation was calculated as the row-defining treatment compared with the column-defining treatment. Results of network meta-analysis are listed in the lower triangle, and the estimation was calculated as the column-defining treatment compared with the row-defining treatment
Fig. 3Ranking probability curves for blood loss during the operation. The graph displays the distribution of probabilities for each treatment. The X-axis represents the rank, and the Y-axis represents probabilities. The ranking indicates the probability that a particular treatment is the “best,” “second best,” etc
Fig. 4Ranking probability curves for operation time. The graph displays the distribution of probabilities for each treatment. The X-axis represents the rank, and the Y-axis represents probabilities. The ranking indicates the probability that a particular treatment is the “best,” “second best,” etc