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探索治疗网络的几何结构。

Exploring the geometry of treatment networks.

作者信息

Salanti Georgia, Kavvoura Fotini K, Ioannidis John P A

机构信息

University of Ioannina School of Medicine, Ioannina, Greece.

出版信息

Ann Intern Med. 2008 Apr 1;148(7):544-53. doi: 10.7326/0003-4819-148-7-200804010-00011.

Abstract

BACKGROUND

Several treatment options exist for many conditions. Randomized trial evidence on the relative merits of various options may be missing or biased.

PURPOSE

To examine the patterns of trial evidence (network geometry) and explain their implications for the interpretation of the existing evidence on a treatment's relative effectiveness.

DATA SOURCES

PubMed and Thompson ISI Web of Knowledge (last search April 2007).

STUDY SELECTION

Published networks of randomized trials that included at least 4 treatments were identified.

DATA EXTRACTION

For each network, data on the number of studies per treatment comparison were extracted by one investigator and verified by a second investigator.

DATA SYNTHESIS

Indices were adopted from the ecological literature that measure diversity (number of treatments and how often they were tested) and co-occurrence (whether some treatment comparisons were preferred and others avoided). Eighteen eligible treatment networks were identified for different diseases, involving 4 to 16 alternative treatments and 10 to 84 trials. Networks in which 1 option (placebo or no treatment) was the typical comparator were star-shaped, even though several treatments might have had proven effectiveness. Other networks had different shapes. Some showed important co-occurrence that avoided specific head-to-head comparisons. Comparison choices sometimes seemed justified, such as when newer treatments were not compared with older ones already shown to be inferior, whereas other choices seemed to reflect preference bias.

LIMITATIONS

Networks evolve over time as new trials accumulate, and their geometry may change. Statistical testing for co-occurrence is underpowered when few trials exist.

CONCLUSION

Evaluation of the geometry of a treatment network can offer valuable insights for the interpretation of total evidence when many treatment options are available.

摘要

背景

针对多种病症存在多种治疗选择。关于各种选择相对优点的随机试验证据可能缺失或存在偏差。

目的

研究试验证据模式(网络几何结构),并解释其对现有治疗相对有效性证据解释的影响。

数据来源

PubMed和汤姆森ISI知识网络(最后检索时间为2007年4月)。

研究选择

识别已发表的随机试验网络,这些网络至少包含4种治疗方法。

数据提取

对于每个网络,由一名研究人员提取每种治疗比较的研究数量数据,并由另一名研究人员进行核实。

数据综合

采用来自生态学文献的指标来衡量多样性(治疗方法的数量及其被测试的频率)和共现性(某些治疗比较是否更受青睐而其他比较被避免)。确定了18个针对不同疾病的合格治疗网络,涉及4至16种替代治疗方法和10至84项试验。其中以一种选择(安慰剂或不治疗)作为典型对照的网络呈星形,尽管几种治疗方法可能已被证明有效。其他网络具有不同形状。一些网络显示出重要的共现性,避免了特定的直接比较。比较选择有时似乎是合理的,例如当新治疗方法不与已被证明较差的旧治疗方法进行比较时,而其他选择似乎反映了偏好偏差。

局限性

随着新试验的积累,网络会随时间演变,其几何结构可能会改变。当试验数量很少时,共现性的统计检验效力不足。

结论

当有多种治疗选择时,评估治疗网络的几何结构可为解释总体证据提供有价值的见解。

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