A note on ROC analysis and non-parametric estimate of sensitivity
J Zhang, ST Mueller - Psychometrika, 2005 - Springer
In the signal detection paradigm, the non-parametric index of sensitivity A′, as first
introduced by Pollack and Norman (1964), is a popular alternative to the more traditional d′
measure of sensitivity. Smith (1995) clarified a confusion about the interpretation of A′ in
relation to the area beneath proper receiver operating characteristic (ROC) curves, and
provided a formula (which he called A′′) for this commonly held interpretation. However,
he made an error in his calculations. Here, we rectify this error by providing the correct …
introduced by Pollack and Norman (1964), is a popular alternative to the more traditional d′
measure of sensitivity. Smith (1995) clarified a confusion about the interpretation of A′ in
relation to the area beneath proper receiver operating characteristic (ROC) curves, and
provided a formula (which he called A′′) for this commonly held interpretation. However,
he made an error in his calculations. Here, we rectify this error by providing the correct …
A note on ROC analysis and non-parametric estimate of sensitivity
ST Mueller, J Zhang - 2005 - deepblue.lib.umich.edu
In the signal detection paradigm, the non-parametric index of sensitivity A′, as first
introduced by Pollack and Norman (1964), is a popular alternative to the more traditional d′
measure of sensitivity. Smith (1995) clarified a confusion about the interpretation of A′ in
relation to the area beneath proper receiver operating characteristic (ROC) curves, and
provided a formula (which he called A′′) for this commonly held interpretation. However,
he made an error in his calculations. Here, we rectify this error by providing the correct …
introduced by Pollack and Norman (1964), is a popular alternative to the more traditional d′
measure of sensitivity. Smith (1995) clarified a confusion about the interpretation of A′ in
relation to the area beneath proper receiver operating characteristic (ROC) curves, and
provided a formula (which he called A′′) for this commonly held interpretation. However,
he made an error in his calculations. Here, we rectify this error by providing the correct …
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