Baek Jongsoo, Lesmes Luis Andres, Lu Zhong-Lin
J Vis. 2016 Aug 1;16(10):25. doi: 10.1167/16.10.25.
Iconic memory is best assessed with the partial report procedure in which an array of letters appears briefly on the screen and a poststimulus cue directs the observer to report the identity of the cued letter(s). Typically, 6-8 cue delays or 600-800 trials are tested to measure the iconic memory decay function. Here we develop a quick partial report, or qPR, procedure based on a Bayesian adaptive framework to estimate the iconic memory decay function with much reduced testing time. The iconic memory decay function is characterized by an exponential function and a joint probability distribution of its three parameters. Starting with a prior of the parameters, the method selects the stimulus to maximize the expected information gain in the next test trial. It then updates the posterior probability distribution of the parameters based on the observer's response using Bayesian inference. The procedure is reiterated until either the total number of trials or the precision of the parameter estimates reaches a certain criterion. Simulation studies showed that only 100 trials were necessary to reach an average absolute bias of 0.026 and a precision of 0.070 (both in terms of probability correct). A psychophysical validation experiment showed that estimates of the iconic memory decay function obtained with 100 qPR trials exhibited good precision (the half width of the 68.2% credible interval = 0.055) and excellent agreement with those obtained with 1,600 trials of the conventional method of constant stimuli procedure (RMSE = 0.063). Quick partial-report relieves the data collection burden in characterizing iconic memory and makes it possible to assess iconic memory in clinical populations.
图像记忆最好通过部分报告程序来评估,即在屏幕上短暂呈现一系列字母,然后通过刺激后提示引导观察者报告被提示字母的身份。通常,会测试6 - 8个提示延迟或600 - 800次试验来测量图像记忆衰退函数。在此,我们基于贝叶斯自适应框架开发了一种快速部分报告(qPR)程序,以在大幅减少测试时间的情况下估计图像记忆衰退函数。图像记忆衰退函数由一个指数函数及其三个参数的联合概率分布来表征。该方法从参数的先验值开始,选择刺激以最大化下一次测试试验中的预期信息增益。然后,它使用贝叶斯推理根据观察者的反应更新参数的后验概率分布。重复该过程,直到试验总数或参数估计的精度达到某个标准。模拟研究表明,仅需100次试验就能达到平均绝对偏差0.026和精度0.070(均以正确概率计)。一项心理物理学验证实验表明,通过100次qPR试验获得的图像记忆衰退函数估计值具有良好的精度(68.2%可信区间的半宽 = 0.055),并且与通过传统恒定刺激程序的1600次试验获得的估计值具有极好的一致性(均方根误差 = 0.063)。快速部分报告减轻了表征图像记忆时的数据收集负担,并使得在临床人群中评估图像记忆成为可能。