The Least Biased d to r pb - r pb to d Conversion Formula Combinations for the Meta-Analysis of Studies Using the Two Independent-Groups Design
In a meta-analysis of s, the utility of converting to a point-biserial correlation ( ), correcting for study artifacts, and then converting back to depends on how accurately the to - to ( - ) method reproduces the original uncorrected s. This study compared test s ( ) converted to - s to control s (...
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Veröffentlicht in: | Psychological reports 2023-06, Vol.126 (3), p.1563-1579 |
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Format: | Artikel |
Sprache: | eng |
Online-Zugang: | Volltext |
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Zusammenfassung: | In a meta-analysis of
s, the utility of converting
to a point-biserial correlation (
), correcting
for study artifacts, and then converting
back to
depends on how accurately the
to
-
to
(
-
) method reproduces the original uncorrected
s. This study compared test
s (
) converted to
-
s to control
s (
) to determine the
-
formula combinations with the least bias, defined as the difference between
-
s and
.
were calculated with available conversion and
correction formulas at various base rates and
ratios, whereas
were calculated without conversion formulas at base rate .50 and
ratio 1.00. Results showed that the lowest bias formula combinations reproduced
at
ratio 1.00, bias increased as
ratio decreased, and formula combinations that produced the lowest bias values were, on average, more accurate than formula combinations that produced the next to lowest bias values. Findings provide the lowest bias
-
formula combinations for artifact-corrected meta-analyses of studies using the two independent-groups design. |
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ISSN: | 0033-2941 1558-691X |
DOI: | 10.1177/00332941211065952 |