Directed acyclic graphs can help understand bias in indirect and mixed treatment comparisons.
J. Jansen, C. Schmid, and G. Salanti. Journal of clinical epidemiology, 65 (7):
798-807(July 2012)6686<m:linebreak></m:linebreak>CI: Copyright (c) 2012; JID: 8801383; 2011/05/03 received; 2011/12/22 revised; 2012/01/02 accepted; aheadofprint;<m:linebreak></m:linebreak>Network meta-analysis.
DOI: 10.1016/j.jclinepi.2012.01.002
Abstract
OBJECTIVE: To introduce and advocate directed acyclic graphs (DAGs) as a useful tool to understand when indirect and mixed treatment comparisons are invalid and guide strategies that limit bias. STUDY DESIGN AND SETTING: By means of DAGs, it is heuristically explained when indirect and mixed treatment comparisons are biased, and whether statistical adjustment of imbalances in study and patient characteristics across different comparisons in the network of RCTs is appropriate. RESULTS: A major threat to the validity of indirect and mixed treatment comparisons is a difference in modifiers of the relative treatment effect across comparisons, and statistically adjusting for these differences can improve comparability and remove bias. However, adjustment for differences in covariates across comparisons that are not effect modifiers is not necessary and can even introduce bias. As a special case, we outline that adjustment for the baseline risk might be useful to improve similarity and consistency, but may also bias findings. CONCLUSION: DAGs are useful to evaluate conceptually the assumptions underlying indirect and mixed treatment comparison, to identify sources of bias and guide the implementation of analytical methods used for network meta-analysis of RCTs.
MAPI Group, 180 Canal Street, Boston, MA 02114, USA; Department of Medicine, Tufts University School of Medicine, 136 Harrison Avenue, Boston, MA 02111, USA.
%0 Journal Article
%1 Jansen2012
%A Jansen, Jeroen P
%A Schmid, Christopher H
%A Salanti, Georgia
%D 2012
%J Journal of clinical epidemiology
%K Bias(Epidemiology) ComputerGraphics DataInterpretation Evidence-BasedMedicine Humans Meta-AnalysisasTopic ResearchDesign Statistical RCT
%N 7
%P 798-807
%R 10.1016/j.jclinepi.2012.01.002
%T Directed acyclic graphs can help understand bias in indirect and mixed treatment comparisons.
%U http://www.ncbi.nlm.nih.gov/pubmed/22521579
%V 65
%X OBJECTIVE: To introduce and advocate directed acyclic graphs (DAGs) as a useful tool to understand when indirect and mixed treatment comparisons are invalid and guide strategies that limit bias. STUDY DESIGN AND SETTING: By means of DAGs, it is heuristically explained when indirect and mixed treatment comparisons are biased, and whether statistical adjustment of imbalances in study and patient characteristics across different comparisons in the network of RCTs is appropriate. RESULTS: A major threat to the validity of indirect and mixed treatment comparisons is a difference in modifiers of the relative treatment effect across comparisons, and statistically adjusting for these differences can improve comparability and remove bias. However, adjustment for differences in covariates across comparisons that are not effect modifiers is not necessary and can even introduce bias. As a special case, we outline that adjustment for the baseline risk might be useful to improve similarity and consistency, but may also bias findings. CONCLUSION: DAGs are useful to evaluate conceptually the assumptions underlying indirect and mixed treatment comparison, to identify sources of bias and guide the implementation of analytical methods used for network meta-analysis of RCTs.
%@ 1878-5921; 0895-4356
@article{Jansen2012,
abstract = {OBJECTIVE: To introduce and advocate directed acyclic graphs (DAGs) as a useful tool to understand when indirect and mixed treatment comparisons are invalid and guide strategies that limit bias. STUDY DESIGN AND SETTING: By means of DAGs, it is heuristically explained when indirect and mixed treatment comparisons are biased, and whether statistical adjustment of imbalances in study and patient characteristics across different comparisons in the network of RCTs is appropriate. RESULTS: A major threat to the validity of indirect and mixed treatment comparisons is a difference in modifiers of the relative treatment effect across comparisons, and statistically adjusting for these differences can improve comparability and remove bias. However, adjustment for differences in covariates across comparisons that are not effect modifiers is not necessary and can even introduce bias. As a special case, we outline that adjustment for the baseline risk might be useful to improve similarity and consistency, but may also bias findings. CONCLUSION: DAGs are useful to evaluate conceptually the assumptions underlying indirect and mixed treatment comparison, to identify sources of bias and guide the implementation of analytical methods used for network meta-analysis of RCTs.},
added-at = {2023-02-03T11:44:35.000+0100},
author = {Jansen, Jeroen P and Schmid, Christopher H and Salanti, Georgia},
biburl = {https://www.bibsonomy.org/bibtex/200b30bafd27c428b73e8a5741c45b3f7/jepcastel},
city = {MAPI Group, 180 Canal Street, Boston, MA 02114, USA; Department of Medicine, Tufts University School of Medicine, 136 Harrison Avenue, Boston, MA 02111, USA.},
doi = {10.1016/j.jclinepi.2012.01.002},
interhash = {6872d0161c1dc393ed1beb52ed72210f},
intrahash = {00b30bafd27c428b73e8a5741c45b3f7},
isbn = {1878-5921; 0895-4356},
issn = {1878-5921},
journal = {Journal of clinical epidemiology},
keywords = {Bias(Epidemiology) ComputerGraphics DataInterpretation Evidence-BasedMedicine Humans Meta-AnalysisasTopic ResearchDesign Statistical RCT},
month = {7},
note = {6686<m:linebreak></m:linebreak>CI: Copyright (c) 2012; JID: 8801383; 2011/05/03 [received]; 2011/12/22 [revised]; 2012/01/02 [accepted]; aheadofprint;<m:linebreak></m:linebreak>Network meta-analysis},
number = 7,
pages = {798-807},
pmid = {22521579},
timestamp = {2023-05-04T08:59:38.000+0200},
title = {Directed acyclic graphs can help understand bias in indirect and mixed treatment comparisons.},
url = {http://www.ncbi.nlm.nih.gov/pubmed/22521579},
volume = 65,
year = 2012
}