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Additive Factors Do Not Imply Discrete Processing Stages: A Worked Example Using Models of the Stroop Task

机译:加性因素并不意味着离散的加工阶段:使用Stroop任务模型的实例

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摘要

Previously, it has been shown experimentally that the psychophysical law known as Piéron’s Law holds for color intensity and that the size of the effect is additive with that of Stroop condition (Stafford et al., ). According to the additive factors method (Donders, ; Sternberg, ), additivity is assumed to indicate independent and discrete processing stages. We present computational modeling work, using an existing Parallel Distributed Processing model of the Stroop task (Cohen et al., ) and a standard model of decision making (Ratcliff, ). This demonstrates that additive factors can be successfully accounted for by existing single stage models of the Stroop effect. Consequently, it is not valid to infer either discrete stages or separate loci of effects from additive factors. Further, our modeling work suggests that information binding may be a more important architectural property for producing additive factors than discrete stages.
机译:以前,已经通过实验证明,被称为皮隆定律的心理物理定律适用于色彩强度,并且效果的大小与Stroop条件的大小是可加的(Stafford等,)。根据加性因子方法(Donders,; Sternberg,),假定可加性表示独立和离散的处理阶段。我们使用Stroop任务的现有并行分布式处理模型(Cohen等人)和决策的标准模型(Ratcliff,)来介绍计算建模工作。这表明加性因子可以通过现有的Stroop效应单阶段模型成功解决。因此,从加性因子中推断作用的离散阶段或单独的基因座是无效的。此外,我们的建模工作表明,信息绑定对于产生加性因子可能比离散阶段更重要。

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