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- W2006849175 abstract "Rosenthal's (1979) Fail-Safe N (FSN) is an estimate of the number of unpublished studies (in file drawers of labs, p. 638) that would threaten the validity of significant combined results of a meta-analysis. However, the FSN's derivation assumes that studies targeted in a meta-analysis use 2-tailed (nondirectional) tests. When directional Adjusted Fail-Safe Ns (AFSNs) are calculated (derived from equations in Iyengar & Greenhouse, 1988a), very different conclusions may be drawn about the meanings of meta-analyses: In 12 of 16 meta-analyses targeting studies with directional predictions, AFSNs contradicted the FSN-based conclusion that the publication bias was negligible. A similarly conservative finding (11 of 16) was obtained with another directional fail-safe N method proposed by Darlington and Hayes (2000). A table of AFSNs is provided for 25 categories of meta-analyses for which Rosenthal and Rosnow (1984) reported FSNs: The FSN was up to 58 times larger than the AFSN." @default.
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- W2006849175 date "2002-05-02" @default.
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- W2006849175 title "Fail-Safe Ns for One- Versus Two-Tailed Tests Lead to Different Conclusions About Publication Bias" @default.
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- W2006849175 doi "https://doi.org/10.1207/s15328031us0102_02" @default.
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