Harrison Tyler L, Shipstead Zach, Engle Randall W
School of Psychology, Georgia Institute of Technology, 654 Cherry Street, Atlanta, GA, 30332, USA,
Mem Cognit. 2015 Apr;43(3):389-96. doi: 10.3758/s13421-014-0473-3.
One of the reasons why working memory capacity is so widely researched is its substantial relationship with fluid intelligence. Although this relationship has been found in numerous studies, researchers have been unable to provide a conclusive answer as to why the two constructs are related. In a recent study, researchers examined which attributes of Raven's Progressive Matrices were most strongly linked with working memory capacity (Wiley, Jarosz, Cushen, & Colflesh, Journal of Experimental Psychology: Learning, Memory, and Cognition, 37, 256-263, 2011). In that study, Raven's problems that required a novel combination of rules to solve were more strongly correlated with working memory capacity than were problems that did not. In the present study, we wanted to conceptually replicate the Wiley et al. results while controlling for a few potential confounds. Thus, we experimentally manipulated whether a problem required a novel combination of rules and found that repeated-rule-combination problems were more strongly related to working memory capacity than were novel-rule-combination problems. The relationship to other measures of fluid intelligence did not change based on whether the problem required a novel rule combination.
工作记忆容量被广泛研究的原因之一是它与流体智力有着密切的关系。尽管在众多研究中都发现了这种关系,但研究人员仍无法就这两种结构为何相关给出确凿答案。在最近的一项研究中,研究人员考察了瑞文标准推理测验(Raven's Progressive Matrices)的哪些属性与工作记忆容量联系最为紧密(威利、贾罗斯、库申和科尔弗莱什,《实验心理学杂志:学习、记忆与认知》,第37卷,第256 - 263页,2011年)。在该研究中,需要用新的规则组合来解决的瑞文问题与工作记忆容量的相关性,比那些不需要新规则组合的问题更强。在本研究中,我们希望在控制一些潜在混淆因素的同时,从概念上重复威利等人的研究结果。因此,我们通过实验操纵了一个问题是否需要新的规则组合,结果发现,与新规则组合问题相比,重复规则组合问题与工作记忆容量的关系更为紧密。该问题是否需要新的规则组合,并不影响其与流体智力其他测量指标之间的关系。