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Validating the unequal-variance assumption in recognition memory using response time distributions instead of ROC functions: A diffusion model analysis

机译:使用响应时间分布而非ROC函数验证识别存储器中的不等方差假设:扩散模型分析

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摘要

Recognition memory z-transformed Receiver Operating Characteristic (zROC) functions have a slope less than 1. One way to accommodate this finding is to assume that memory evidence is more variable for studied (old) items than non-studied (new) items. This assumption has been implemented in signal detection models, but this approach cannot accommodate the time course of decision making. We tested the unequal-variance assumption by fitting the diffusion model to accuracy and response time (RT) distributions from nine oldew recognition data sets comprising previously-published data from 376 participants. The η parameter in the diffusion model measures between-trial variability in evidence based on accuracy and the RT distributions for correct and error responses. In fits to nine data sets, η estimates were higher for targets than lures in all cases, and fitting results rejected an equal-variance version of the model in favor of an unequal-variance version. Parameter recovery simulations showed that the variability differences were not produced by biased estimation of the η parameter. Estimates of the other model parameters were largely consistent between the equal- and unequal-variance versions of the model. Our results provide independent support for the unequal-variance assumption without using zROC data.
机译:识别记忆z转换的接收器工作特征(zROC)函数的斜率小于1。一种适应此发现的方法是,假设研究(旧)项目的记忆证据比未研究(新)项目的记忆证据更多。该假设已在信号检测模型中实现,但此方法无法适应决策的时间过程。我们通过将扩散模型与包括来自376位参与者的先前发布的数据的九个旧/新识别数据集拟合的扩散模型与准确性和响应时间(RT)分布进行拟合,测试了不等方差假设。扩散模型中的η参数基于准确性和正确与错误响应的RT分布来测量证据之间的试验变异性。在对9个数据集的拟合中,在所有情况下,目标的η估计值均高于诱饵,并且拟合结果拒绝了模型的等方差版本,而采用了等方差版本。参数恢复模拟表明,变异性差异不是通过对η参数的偏倚估计产生的。在模型的等方差和不等方差版本之间,其他模型参数的估计在很大程度上是一致的。我们的结果为不等方差假设提供了独立的支持,而无需使用zROC数据。

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