Laboratoire de Psychologie Cognitive, CNRS & Aix-Marseille University, Marseille, France.
Institute of Language, Communication and the Brain, Aix-Marseille University, Aix-en-Provence, France.
Q J Exp Psychol (Hove). 2020 Dec;73(12):2106-2118. doi: 10.1177/1747021820941356. Epub 2020 Jul 22.
Regularity detection, or statistical learning, is regarded as a fundamental component of our cognitive system. To test the ability of human participants to detect regularity in a more ecological situation (i.e., mixed with random information), we used a simple letter-naming paradigm in which participants were instructed to name single letters presented one at a time on a computer screen. The regularity consisted of a triplet of letters that were systematically presented in that order. Participants were not told about the presence of this regularity. A variable number of random letters were presented between two repetitions of the regular triplet, making this paradigm similar to a Hebb repetition task. Hence, in this Hebb-naming task, we predicted that if any learning of the triplet occurred, naming times for the predictable letters in the triplet would decrease as the number of triplet repetitions increased. Surprisingly, across four experiments, detection of the regularity only occurred under very specific experimental conditions and was far from a trivial task. Our study provides new evidence regarding the limits of statistical learning and the critical role of contextual information in the detection (or not) of repeated patterns.
规律性检测,或统计学习,被视为我们认知系统的一个基本组成部分。为了测试人类参与者在更生态的情况下(即与随机信息混合)检测规律性的能力,我们使用了一种简单的字母命名范式,其中要求参与者逐个命名在计算机屏幕上呈现的单个字母。这种规律性由一个按顺序系统呈现的字母三胞胎组成。参与者没有被告知这种规律性的存在。在重复出现有规律的三胞胎之间,会呈现一个可变数量的随机字母,这使得这个范式类似于赫布重复任务。因此,在这个赫布命名任务中,我们预测,如果发生了对三胞胎的任何学习,那么在三胞胎中可预测的字母的命名时间将随着三胞胎重复次数的增加而减少。令人惊讶的是,在四个实验中,只有在非常特定的实验条件下才能检测到规律性,而且这远非一项简单的任务。我们的研究提供了关于统计学习的局限性和上下文信息在(或不在)重复模式检测中的关键作用的新证据。