(Circulation. 2007;115:2870-2875.)
© 2007 American Heart Association, Inc.
Statistical Primer for Cardiovascular Research |
From the European College of Pharmaceutical Medicine, Lyon, France (T.J.C., A.H.Z.), and Academic Medical Center, Amsterdam, the Netherlands (A.H.Z.).
Correspondence to Ton J. Cleophas, MD, PhD, Department of Medicine, Albert Schweitzer Hospital, Dordrecht, The Netherlands. E-mail ajm.cleophas@wxs.nl
Key Words: population characteristics meta-analysis publication bias
An extract of the first 250 words of the full text is provided, because this article has no abstract. |
| Introduction |
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Meta-analyses can be defined as systematic reviews with pooled data. Traditionally, they are post hoc analyses. However, probability statements may be more valid than they usually are with post hoc studies, particularly if performed on outcomes that were primary outcomes in the original trials. Problems with pooling are frequent: Correlations are often nonlinear3; effects are often multifactorial rather than unifactorial4; continuous data frequently have to be transformed into binary data for the purpose of comparability5; poor studies may be included, and coverage may be limited6; and data may not be homogeneous and may fail to relate to hypotheses.7 Despite these problems, the methods of meta-analysis are an invaluable scientific activity: they establish whether scientific findings are consistent8 and can be generalized across populations and treatment variations9 and whether findings vary between subgroups.10 The methods also limit bias, improve reliability and accuracy of conclusions,11 and increase the power and precision of treatment effects and risk exposures.6
The objective of this article is to review statistical procedures for the meta-analysis of cardiovascular research. The Google database system provides 659 000 references on the methods of meta-analysis and refers to hundreds of books of up
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