Cowan Nelson
Department of Psychological Sciences, University of Missouri, McAlester Hall, Columbia, MO 65211, USA.
J Cogn. 2022 Jan 6;5(1):3. doi: 10.5334/joc.193. eCollection 2022.
Oberauer (2019) suggested that the working memory capacity in word lists only limits the binding of words to serial positions, with no limit for the words themselves. I advocate a word item limit as a broad kind of binding of each word to the current trial. I propose that the word capacity limit can be observed in Oberauer's data when binding of a word to the trial is crucial (Experiment 2, words drawn from a small pool and often repeated across trials), though probably much less so when this kind of binding is unimportant (Experiment 1, words drawn from a large pool and rarely repeated across trials). In Oberauer's recognition procedure for lists of 2, 4, 6, or 8 words, the number of words in the response set was varied, including both words from the list (1, 2, 4, 6, or 8 of them) and words that were not from the list (0, 1, 2, or 4 of them). There was also a serial recall procedure. In a re-analysis of the data from Experiment 2, an overlooked item capacity limit was found that affected the distribution of erroneous responses. Specifically, when the correct answer was unknown to the participant (which happened more at longer list lengths), proportionally fewer words from the list were selected as responses; selection of non-list words increased. It is an important theoretical refinement of Oberauer's position to include evidence of a word item capacity limit when the item-to-trial binding is crucial, as in his Experiment 2.
奥伯奥尔(2019年)认为,单词列表中的工作记忆容量仅限制单词与序列位置的绑定,而对单词本身没有限制。我主张将单词项限制视为每个单词与当前试验的一种广义绑定。我提出,当单词与试验的绑定至关重要时(实验2,单词来自一个小的词库且在各试验中经常重复),在奥伯奥尔的数据中可以观察到单词容量限制,不过当这种绑定不重要时(实验1,单词来自一个大的词库且在各试验中很少重复),可能观察到的程度要小得多。在奥伯奥尔对2、4、6或8个单词列表的识别程序中,反应集中的单词数量是变化的,包括列表中的单词(其中1、2、4、6或8个)和非列表中的单词(其中0、1、2或4个)。还有一个序列回忆程序。在对实验2的数据进行重新分析时,发现了一个被忽视的项目容量限制,它影响了错误反应的分布。具体来说,当参与者不知道正确答案时(在列表长度较长时这种情况更常发生),从列表中选择作为反应的单词比例会减少;选择非列表单词的情况会增加。当项目与试验的绑定至关重要时,如在他的实验2中,纳入单词项容量限制的证据是对奥伯奥尔观点的一项重要理论完善。