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Response-Time Tests of Logical-Rule Models of Categorization

机译:分类的逻辑规则模型的响应时间检验

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A recent resurgence in logical-rule theories of categorization has motivated the development of a class of models that predict not only choice probabilities but also categorization response times (RTs; Fifi?, Little, & Nosofsky, 2010). The new models combine mental-architecture and random-walk approaches within an integrated framework and predict detailed RT-distribution data at the level of individual participants and individual stimuli. To date, however, tests of the models have been limited to validation tests in which participants were provided with explicit instructions to adopt particular processing strategies for implementing the rules. In the present research, we test conditions in which categories are learned via induction over training exemplars and in which participants are free to adopt whatever classification strategy they choose. In addition, we explore how variations in stimulus formats, involving either spatially separated or overlapping dimensions, influence processing modes in rule-based classification tasks. In conditions involving spatially separated dimensions, strong evidence is obtained for application of logical-rule strategies operating in a serial-self-terminating processing mode. In conditions involving spatially overlapping dimensions, preliminary evidence is obtained that a mixture of serial and parallel processing underlies the application of rule-based classification strategies. The logical-rule models fare considerably better than major extant alternative models in accounting for the categorization RTs.
机译:最近在分类的逻辑规则理论中重新兴起的动机推动了一类模型的发展,该模型不仅可以预测选择概率,还可以预测分类响应时间(RTs; Fifi?,Little和Nosofsky,2010年)。新模型在一个集成的框架中结合了心理架构和随机行走的方法,并在个体参与者和个体刺激的水平上预测了详细的RT分布数据。但是,迄今为止,模型测试仅限于验证测试,在验证测试中,为参与者提供了明确的指令,以采用特定的处理策略来实施规则。在本研究中,我们测试的条件是通过归纳训练样本来学习类别,参与者可以自由采用他们选择的任何分类策略。此外,我们探讨了刺激格式的变化(包括空间上分离或重叠的维)如何影响基于规则的分类任务中的处理模式。在涉及空间上分离的维度的条件下,获得了以串行自终止处理模式运行的逻辑规则策略的有力证据。在涉及空间重叠维度的条件下,获得了初步证据,即串行和并行处理的混合是基于规则的分类策略应用的基础。考虑到分类RT,逻辑规则模型要比主要的现有替代模型好得多。

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