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对整合模型和占优启发式模型的检验:基于信息加工过程的眼动研究证据
引用本文:汪祚军,李纾. 对整合模型和占优启发式模型的检验:基于信息加工过程的眼动研究证据[J]. 心理学报, 2012, 44(2): 179-198. DOI:  
作者姓名:汪祚军  李纾
作者单位:(;1.宁波大学教师教育学院, 宁波 315211) (;2.中国科学院心理研究所行为科学重点实验室, 北京 100101)
基金项目:国家重点基础研究发展计划,国家自然科学基金面上项目,中国科学院知识创新工程重要方向项目,北京市重点学科建设项目,宁波大学预研基金,宁波大学学科项目
摘    要:基于信息加工过程视角, 本研究采用眼动技术检验风险决策整合模型和占优启发式模型。结果表明, 自主决策任务条件下决策过程反应时及信息搜索模式均不同于期望价值(EV)迫选任务条件下的决策过程反应时及信息搜索模式; 自主决策任务条件下决策过程反应时并未随着选项间整体值(CPT值)差值的变大而变快, 且基于特征(attribute-based)的信息搜索多于基于选项(option-based)的信息搜索, 不符合整合模型预期。此外, 决策者亦未按照占优启发式模型所假定的决策步骤进行决策。基于信息加工过程的检验结果既不利于以累积预期理论为代表的整合模型, 亦不利于占优启发式模型。文章建议从决策过程视角检验已有决策模型及建立新的启发式决策过程模型(process model)。

关 键 词:整合模型  占优启发式模型  累积预期理论  决策过程  眼动  
收稿时间:2010-12-03

Tests of the Integrative Model and Priority Heuristic Model from the Point of View of Choice Process: Evidence from an Eye-tracking Study
WANG Zuo-Jun , LI Shu. Tests of the Integrative Model and Priority Heuristic Model from the Point of View of Choice Process: Evidence from an Eye-tracking Study[J]. Acta Psychologica Sinica, 2012, 44(2): 179-198. DOI:  
Authors:WANG Zuo-Jun    LI Shu
Affiliation:(;1. College of Teacher Education, Ningbo University, Ningbo 315211, China) ;(;2. Key Laboratory of Behavioral Science, Institute of Psychology, Chinese Academy of Sciences, Beijing 100101, China) ;
Abstract:Theories intended to describe decision making under risk and uncertainty can be divided into integrative models and heuristic models, according to their theoretical basis. The integrative model implies that individuals integrate outcomes and probabilities in a compensatory way and select the option with the highest weighted sum. The heuristic model, in contrast, assumes that people do not integrate these kinds of information but rely on a repertoire of simple decision strategies, called heuristics, to make inferences, choices, estimations, and other decisions. The present paper tested the integrative model and the priority heuristic model from the point of view of choice process by using an eye-tracking system. The results show that the decision time and information acquisition pattern differ when participants make choices according to their own rules as opposed to making choices according to the imposed EV/PH rule. Specifically, the decision time did not decrease with the increased difference between the CPT values in the self-rule condition, as it did in the imposed EV rule condition. Process measures further indicated that individuals did not rely on deliberate or automatic calculations of weighted sums because attribute-based transitions were observed more frequently than option-based transitions in the self-rule condition. Furthermore, crossed transitions occurred more frequently when the two choices were cross-presented than when they were not. These results conflict with the prediction of the integrative model. Brandstätter et al. (2006) claimed that the priority heuristic could not only provide superior predictions of the output of a choice process but could also account for information acquisition. The information, Brandstätter suggested, should be considered in the order of minimum outcome, probability of minimum outcome, and maximum outcome. Although the measure of decision time supported the PH in the present study, process measures contrasted with the PH. More attention (dwelling time, fixation count and transitions) was paid to the maximum outcome than to the minimum outcome in “one-step” decision problems, and more attention (dwelling time, fixation count and transitions) was paid to the probability of maximum outcome than to the probability of minimum outcome in “three-step” decision problems. These results conflict with the prediction of the priority heuristic. In sum, neither the integrative model nor the priority heuristic could account for the data that we observed on choice process. This study encourages the use of process-oriented models and data in decision research rather than simply assessing the predictions of as-if models.
Keywords:integrative model  the priority heuristic  the cumulative prospect theory  choice process  eye-tracking system.
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