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The psychopathology of everyday art: a quantitative Study - World ...

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2. Results are uninterpretable between studies using poor designs and<br />

those with good.<br />

Rather than making statistical compensation for poor studies, only studies which used<br />

reliability measures for their terms were used. Design otherwise was equally poor.<br />

3. Published research is biased in favour <strong>of</strong> significant findings<br />

because nonsignificant findings are rarely published: the 'File<br />

Drawer Problem'. 220<br />

Checks were made on unpublished controlled studies through private correspondence;<br />

there is every reason to believe that unknown unpublished studies <strong>of</strong> other types than<br />

the two which are used in this review would show similar conflicting viewpoints, poor<br />

design and statistical rigour as those published which are subject to peer review. <strong>The</strong>re<br />

does not seem to be a lack <strong>of</strong> published nonsignificant findings, so there may be little bias<br />

in this field. A test was applied following procedures from Wolf (1986) 221 which<br />

estimated how many additional studies with nonsignificant results would be necessary<br />

to reverse the conclusion drawn, providing some estimate <strong>of</strong> the robustness and validity<br />

<strong>of</strong> the findings.<br />

4. Multiple results used from the same study bias or invalidate the<br />

meta analysis and make the results appear more reliable than they<br />

really are because they are not independent.<br />

220<br />

Not everyone is agreed on whether this point exists: a recent discussion <strong>of</strong> the various issues as to how<br />

to estimate the proportion <strong>of</strong> conflicting evidence, in M.T. Bradley, R.D. Gupta (1997), Estimating the<br />

Effect <strong>of</strong> the File Drawer Problem in Meta Analysis, Perceptual and Motor Skills , V.65(2_:719-22. I<br />

followed Rosenthal's recommended checks (1984) op.cit. p.107-110.<br />

221<br />

Wolf (1986) Meta Analysis, op.cit. <strong>The</strong> 'fail-safe N' p.37-39, which was simpler than the calculation<br />

from Rosenthal.<br />

171

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