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S-R 规则的逻辑重新编码可以逆转空间 S-R 对应关系的影响。

Logical recoding of S-R rules can reverse the effects of spatial S-R correspondence.

作者信息

Wühr Peter, Biebl Rupert

机构信息

Friedrich-Alexander-Universität Erlangen-Nürnberg, Erlangen, Germany.

出版信息

Atten Percept Psychophys. 2009 Feb;71(2):248-57. doi: 10.3758/APP.71.2.248.

DOI:10.3758/APP.71.2.248
PMID:19304615
Abstract

Two experiments investigated competing explanations for the reversal of spatial stimulus-response (S-R) correspondence effects (i.e., Simon effects) with an incompatible S-R mapping on the relevant, nonspatial dimension. Competing explanations were based on generalized S-R rules (logical-recoding account) or referred to display-control arrangement correspondence or to S-S congruity. In Experiment 1, compatible responses to finger-name stimuli presented at left/right locations produced normal Simon effects, whereas incompatible responses to finger-name stimuli produced an inverted Simon effect. This finding supports the logical-recoding account. In Experiment 2, spatial S-R correspondence and color S-R correspondence were varied independently, and main effects of these variables were observed. The lack of an interaction between these variables, however, disconfirms a prediction of the display-control arrangement correspondence account. Together, the results provide converging evidence for the logical-recoding account. This account claims that participants derive generalized response selection rules (e.g., the identity or reversal rule) from specific S-R rules and inadvertently apply the generalized rules to the irrelevant (spatial) S-R dimension when selecting their response.

摘要

两项实验探究了对于空间刺激-反应(S-R)对应效应(即西蒙效应)反转的竞争性解释,该效应是在相关的非空间维度上采用不相容的S-R映射产生的。竞争性解释基于广义的S-R规则(逻辑重新编码理论),或者涉及显示控制安排对应关系,或者涉及刺激-刺激一致性。在实验1中,对呈现于左/右位置的手指名称刺激做出的相容反应产生了正常的西蒙效应,而对手指名称刺激做出的不相容反应产生了反转的西蒙效应。这一发现支持了逻辑重新编码理论。在实验2中,空间S-R对应关系和颜色S-R对应关系被独立地进行了变化,并且观察到了这些变量的主效应。然而,这些变量之间缺乏交互作用,这否定了显示控制安排对应关系理论的一个预测。总体而言,这些结果为逻辑重新编码理论提供了趋同证据。该理论认为,参与者从特定的S-R规则中推导出广义的反应选择规则(例如,同一性或反转规则),并在选择反应时无意中将这些广义规则应用于不相关的(空间)S-R维度。

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