A direct test of the unequal-variance signal detection model of recognition memory
Analyses of the receiver operating characteristic (ROC) almost invariably suggest that, on a recognition memory test, the standard deviation of memory strengths associated with the lures (sigma(lure)) is smaller than that of the targets (sigma(target)). Often, sigma(lure)/ sigma(target) approximatel...
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Published in | Psychonomic bulletin & review Vol. 14; no. 5; pp. 858 - 865 |
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Main Authors | , , |
Format | Journal Article |
Language | English |
Published |
Austin, TX
Psychonomic Society
01.10.2007
Springer Nature B.V |
Subjects | |
Online Access | Get full text |
ISSN | 1069-9384 1531-5320 |
DOI | 10.3758/BF03194112 |
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Abstract | Analyses of the receiver operating characteristic (ROC) almost invariably suggest that, on a recognition memory test, the standard deviation of memory strengths associated with the lures (sigma(lure)) is smaller than that of the targets (sigma(target)). Often, sigma(lure)/ sigma(target) approximately = 0.80. However, that conclusion is based on a model that assumes that the memory strength distributions are Gaussian in form. In two experiments, we investigated this issue in a more direct way by asking subjects to simply rate the memory strengths of targets and lures using a 20-point or a 99-point strength scale. The results showed that the standard deviation of the ratings made to the targets (S(target)) was, indeed, larger than the standard deviation of the ratings made to the lures (S(lure)). Moreover, across subjects, the ratio S(lure)/ S(target) correlated highly with the estimate of sigma(lure)/ sigma(target) obtained from ROC analysis, and both estimates were, on average, approximately equal to 0.80. |
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AbstractList | Analyses of the receiver operating characteristic (ROC) almost invariably suggest that, on a recognition memory test, the standard deviation of memory strengths associated with the lures (σ^sub lure^) is smaller than that of the targets (σ^sub target^). Often, σ^sub lure^/σ^sub target^ [asymptotically =] 0.80. However, that conclusion is based on a model that assumes that the memory strength distributions are Gaussian in form. In two experiments, we investigated this issue in a more direct way by asking subjects to simply rate the memory strengths of targets and lures using a 20-point or a 99-point strength scale. The results showed that the standard deviation of the ratings made to the targets (s^sub target^) was, indeed, larger than the standard deviation of the ratings made to the lures (s^sub lure^). Moreover, across subjects, the ratio s^sub lure^/s^sub target^ correlated highly with the estimate of σ^sub lure^/σ^sub target^ obtained from ROC analysis, and both estimates were, on average, approximately equal to 0.80. [PUBLICATION ABSTRACT] Analyses of the receiver operating characteristic (ROC) almost invariably suggest that, on a recognition memory test, the standard deviation of memory strengths associated with the lures (sigma(lure)) is smaller than that of the targets (sigma(target)). Often, sigma(lure)/ sigma(target) approximately = 0.80. However, that conclusion is based on a model that assumes that the memory strength distributions are Gaussian in form. In two experiments, we investigated this issue in a more direct way by asking subjects to simply rate the memory strengths of targets and lures using a 20-point or a 99-point strength scale. The results showed that the standard deviation of the ratings made to the targets (S(target)) was, indeed, larger than the standard deviation of the ratings made to the lures (S(lure)). Moreover, across subjects, the ratio S(lure)/ S(target) correlated highly with the estimate of sigma(lure)/ sigma(target) obtained from ROC analysis, and both estimates were, on average, approximately equal to 0.80. Analyses of the receiver operating characteristic (ROC) almost invariably suggest that, on a recognition memory test, the standard deviation of memory strengths associated with the lures (sigma(lure)) is smaller than that of the targets (sigma(target)). Often, sigma(lure)/ sigma(target) approximately = 0.80. However, that conclusion is based on a model that assumes that the memory strength distributions are Gaussian in form. In two experiments, we investigated this issue in a more direct way by asking subjects to simply rate the memory strengths of targets and lures using a 20-point or a 99-point strength scale. The results showed that the standard deviation of the ratings made to the targets (S(target)) was, indeed, larger than the standard deviation of the ratings made to the lures (S(lure)). Moreover, across subjects, the ratio S(lure)/ S(target) correlated highly with the estimate of sigma(lure)/ sigma(target) obtained from ROC analysis, and both estimates were, on average, approximately equal to 0.80.Analyses of the receiver operating characteristic (ROC) almost invariably suggest that, on a recognition memory test, the standard deviation of memory strengths associated with the lures (sigma(lure)) is smaller than that of the targets (sigma(target)). Often, sigma(lure)/ sigma(target) approximately = 0.80. However, that conclusion is based on a model that assumes that the memory strength distributions are Gaussian in form. In two experiments, we investigated this issue in a more direct way by asking subjects to simply rate the memory strengths of targets and lures using a 20-point or a 99-point strength scale. The results showed that the standard deviation of the ratings made to the targets (S(target)) was, indeed, larger than the standard deviation of the ratings made to the lures (S(lure)). Moreover, across subjects, the ratio S(lure)/ S(target) correlated highly with the estimate of sigma(lure)/ sigma(target) obtained from ROC analysis, and both estimates were, on average, approximately equal to 0.80. |
Author | Wais, Peter E. Mickes, Laura Wixted, John T. |
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Cites_doi | 10.1037/0033-295X.99.3.518 10.1037/0033-295X.114.1.152 10.1037/0278-7393.25.2.500 10.3758/BF03195305 10.1080/14640748108400805 |
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References | J. T. Wixted (BF03194112_CR8) 2007; 114 M. Coltheart (BF03194112_CR1) 1981; 33A J. P. Egan (BF03194112_CR2) 1958 M. Glanzer (BF03194112_CR4) 1999; 25 N. A. Macmillan (BF03194112_CR5) 2005 J. P. Egan (BF03194112_CR3) 1975 R. Ratcliff (BF03194112_CR6) 1992; 99 S. D. Slotnick (BF03194112_CR7) 2005; 33 20551370 - Psychon Bull Rev. 2010 Jun;17(3):427-35 17227185 - Psychol Rev. 2007 Jan;114(1):152-76 1502275 - Psychol Rev. 1992 Jul;99(3):518-35 15915801 - Mem Cognit. 2005 Jan;33(1):151-70 |
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Title | A direct test of the unequal-variance signal detection model of recognition memory |
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