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831.
文章回顾了锚定效应研究中个体层面和群体层面的相关文献,认为选择易得性模型理论能够很好地解释锚定效应的发生机制。同时,通过回顾决策认知领域的最新研究观点——量子模型,包括从只利用量子论空间性质到使用薛定谔方程的两种表述,阐述了这一领域的研究趋势。并通过为锚定效应建立量子模型(个体层面和两人层面),拓展了锚定效应的研究。 相似文献
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Roussillon R 《The International journal of psycho-analysis》2010,91(6):1405-1417
Working through is an integral part of the psychoanalytic process, one could even say its epitome. It is therefore always present in the work of an analysis but, depending on the various phases and constraints that arise in that process, changes are brought to its form, to the issues involved in it and to its economic dimension. The author explores three forms or models of how working-through functions in relation to the dominant feature of any given analytical process. In the first of these, the issue that has to be worked over involves insight into a repressed representational complex; in the second, work has to be done on bringing into consciousness drive-related impulses or mental experiences that have until then not been able to be represented, so that the analysis itself is the first occasion on which retroactive [après-coup] processing can be initiated; and in the third, when representation and some kind of symbolization of the subjective experience and the drive-related issues that are part of it have been accomplished, the analysand then has to appropriate these subjectively and integrate them. 相似文献
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This study tested whether 10- and 12-year-olds who can correctly compare the magnitudes of fractions with common components access the magnitudes of the whole fractions rather than only compare the magnitudes of their components. Time for comparing two fractions was predicted by the numerical distance between the whole fractions, suggesting an access to their magnitude. In addition, we tested whether the relative magnitude of the denominator interferes with the processing of the fraction magnitude and, thus, needs to be inhibited. Response times were slower for fractions with common numerators than for fractions with common denominators, indicating an interference of the magnitude of the denominators with the selection of the larger fraction. A negative priming effect was shown for the comparison of natural numbers primed by fractions with common numerators, suggesting an inhibition of the selection of the larger denominator during the comparison of fractions. In conclusion, children who can correctly compare fractions with common components can access the magnitude of the whole fractions but remain sensitive to the interference of the relative magnitude of the denominators. This study highlights the fact that beyond the interference of natural number knowledge at the conceptual level (called the “whole number bias” by Ni & Zhou, 2005), children need to manage the interference of the magnitude of the denominators (Stroop-like effect). 相似文献
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人们对运动目标最终位置的记忆常常会向运动方向发生偏移, 这种偏移被称为“表征动量”。现有研究对表征动量的解释涉及从低水平的知觉加工到高水平的认知加工等多个方面。本研究采用不同材质和滚动声音的球体作为刺激材料, 考察高水平的质量表征对表征动量的影响以及知觉水平的眼动信息在其中的作用。实验1探讨了对目标质量的主观表征对眼动追踪和表征动量的影响。结果显示, 质量表征会同时影响眼动追踪和表征动量。实验2通过不同的提示线索控制眼动追踪, 进一步探讨眼动过度追踪对表征动量的影响。我们发现, 非自然追踪的条件下, 表征动量会减小, 且质量表征对表征动量的影响不再显著。本研究结果表明, 高水平的质量表征对表征动量的影响会通过知觉水平的眼动过度追踪起作用; 然而, 表征动量还受其它因素影响, 眼动信息并非决定表征动量的唯一因素。 相似文献
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