TY - JOUR
T1 - Three tests and three corrections
T2 - Comment on Koen and Yonelinas (2010)
AU - Jang, Yoonhee
AU - Mickes, Laura
AU - Wixted, John T.
PY - 2012/3
Y1 - 2012/3
N2 - The slope of the z-transformed receiver-operating characteristic (zROC) in recognition memory experiments is usually less than 1, which has long been interpreted to mean that the variance of the target distribution is greater than the variance of the lure distribution. The greater variance of the target distribution could arise because the different items on a list receive different increments in memory strength during study (the "encoding variability" hypothesis). In a test of that interpretation, Koen and Yonelinas (2010) attempted to further increase encoding variability to see whether it would further decrease the slope of the zROC. To do so, they presented items on a list for 2 different durations and then mixed the weak and strong targets together. After performing 3 tests on the mixed-strength data, Koen and Yonelinas concluded that encoding variability does not explain why the slope of the zROC is typically less than 1. However, we show that their tests have no bearing on the encoding variability account. Instead, they bear on the mixture-unequal-variance signal-detection (UVSD) model that corresponds to their experimental design. On the surface, the results reported by Koen and Yonelinas appear to be inconsistent with the predictions of the mixture-UVSD model (though they were taken to be inconsistent with the predictions of the encoding variability hypothesis). However, all 3 of the tests they performed contained errors. When those errors are corrected, the same 3 tests show that their data support, rather than contradict, the mixture-UVSD model (but they still have no bearing on the encoding variability hypothesis).
AB - The slope of the z-transformed receiver-operating characteristic (zROC) in recognition memory experiments is usually less than 1, which has long been interpreted to mean that the variance of the target distribution is greater than the variance of the lure distribution. The greater variance of the target distribution could arise because the different items on a list receive different increments in memory strength during study (the "encoding variability" hypothesis). In a test of that interpretation, Koen and Yonelinas (2010) attempted to further increase encoding variability to see whether it would further decrease the slope of the zROC. To do so, they presented items on a list for 2 different durations and then mixed the weak and strong targets together. After performing 3 tests on the mixed-strength data, Koen and Yonelinas concluded that encoding variability does not explain why the slope of the zROC is typically less than 1. However, we show that their tests have no bearing on the encoding variability account. Instead, they bear on the mixture-unequal-variance signal-detection (UVSD) model that corresponds to their experimental design. On the surface, the results reported by Koen and Yonelinas appear to be inconsistent with the predictions of the mixture-UVSD model (though they were taken to be inconsistent with the predictions of the encoding variability hypothesis). However, all 3 of the tests they performed contained errors. When those errors are corrected, the same 3 tests show that their data support, rather than contradict, the mixture-UVSD model (but they still have no bearing on the encoding variability hypothesis).
KW - Dual-process signal-detection model
KW - Encoding variability hypothesis
KW - Unequal-variance signal-detection model
KW - ZROC slope
UR - https://www.scopus.com/pages/publications/84863588395
U2 - 10.1037/a0025880
DO - 10.1037/a0025880
M3 - Editorial
C2 - 22390323
AN - SCOPUS:84863588395
SN - 1939-1285
VL - 38
SP - 513
EP - 523
JO - Journal of experimental psychology. Learning, memory, and cognition
JF - Journal of experimental psychology. Learning, memory, and cognition
IS - 2
ER -