Eidels Ami, Townsend James T, Hughes Howard C, Perry Lacey A
School of Psychology, University of Newcastle, Callaghan, New South Wales, 2308, Australia,
Atten Percept Psychophys. 2015 Feb;77(2):659-80. doi: 10.3758/s13414-014-0788-y.
This investigation brings together a response-time system identification methodology (e.g., Townsend & Wenger Psychonomic Bulletin & Review 11, 391-418, 2004a) and an accuracy methodology, intended to assess models of integration across stimulus dimensions (features, modalities, etc.) that were proposed by Shaw and colleagues (e.g., Mulligan & Shaw Perception & Psychophysics 28, 471-478, 1980). The goal was to theoretically examine these separate strategies and to apply them conjointly to the same set of participants. The empirical phases were carried out within an extension of an established experimental design called the double factorial paradigm (e.g., Townsend & Nozawa Journal of Mathematical Psychology 39, 321-359, 1995). That paradigm, based on response times, permits assessments of architecture (parallel vs. serial processing), stopping rule (exhaustive vs. minimum time), and workload capacity, all within the same blocks of trials. The paradigm introduced by Shaw and colleagues uses a statistic formally analogous to that of the double factorial paradigm, but based on accuracy rather than response times. We demonstrate that the accuracy measure cannot discriminate between parallel and serial processing. Nonetheless, the class of models supported by the accuracy data possesses a suitable interpretation within the same set of models supported by the response-time data. The supported model, consistent across individuals, is parallel and has limited capacity, with the participants employing the appropriate stopping rule for the experimental setting.
本研究结合了一种反应时系统识别方法(例如,汤森德和温格,《心理物理学通报与评论》11卷,第391 - 418页,2004a)和一种准确性方法,旨在评估肖及其同事提出的跨刺激维度(特征、模态等)整合模型(例如,穆利根和肖,《知觉与心理物理学》28卷,第471 - 478页,1980)。目标是从理论上检验这些不同的策略,并将它们联合应用于同一组参与者。实证阶段是在一种既定实验设计的扩展形式——双因素范式(例如,汤森德和野泽,《数学心理学杂志》39卷,第321 - 359页,1995)内进行的。该范式基于反应时,允许在同一组试验块内评估架构(并行与串行处理)、停止规则(穷尽式与最短时间)以及工作量容量。肖及其同事引入的范式使用了一种与双因素范式在形式上类似的统计量,但基于准确性而非反应时。我们证明,准确性度量无法区分并行和串行处理。尽管如此,由准确性数据支持的模型类别在由反应时数据支持的同一组模型中有合适的解释。得到支持的模型在个体间是一致的,是并行的且容量有限,参与者针对实验设置采用了适当的停止规则。