Hiraoka Kyoichi, Kabasawa Naoko
Faculty of Education, Hirosaki University, Hirosaki 036-8560, Japan.
Shinrigaku Kenkyu. 2013 Aug;84(3):267-73. doi: 10.4992/jjpsy.84.267.
Based on the Redressive subscale of the Reformative-Redressive Self-control Scale (Sugiwaka, 1995), 10 high-scoring (highest 25%: HRD group) and 9 low-scoring (lowest 25%: LRD group) college students were selected, all with Reformative subscale scores within the intermediate 50%. They were then given (1) a hypothetical delay-discounting task, where they chose between yen100,000 available after a delay and a lesser amount of money available immediately, and also (2) a hypothetical effort-discounting task, where they chose between yen100,000 available by an effort (writing a paper) and a lesser amount of money available with no effort. Using the indifference points, discount rates (k-values) based on Mazur's (1987) hyperbolic equation and the areas under the curve (AUC) were calculated. The k-value was significantly smaller in the HRD group than in the LRD group for both the effort-discounting and the delay-discounting tasks. The AUC was significantly larger in the HRD group than in the LRD group for both tasks. Possible interactional processes between Reformative Self-control and Redressive Self-control affecting discounting were discussed.
基于矫正性自我控制量表(杉胁,1995)的矫正性子量表,选取了10名高分(最高25%:高自我控制减退组)和9名低分(最低25%:低自我控制减退组)的大学生,所有学生的矫正性子量表得分均在中间50%范围内。然后让他们完成(1)一个假设性的延迟折扣任务,即他们要在延迟后可得的10万日元和立即可得的较少金额之间做出选择,以及(2)一个假设性的努力折扣任务,即他们要在通过努力(写一篇论文)可得的10万日元和无需努力可得的较少金额之间做出选择。利用无差异点,根据马祖尔(1987)的双曲线方程计算折扣率(k值)和曲线下面积(AUC)。在努力折扣任务和延迟折扣任务中,高自我控制减退组的k值均显著低于低自我控制减退组。在这两项任务中,高自我控制减退组的AUC均显著大于低自我控制减退组。讨论了矫正性自我控制和矫正性自我控制之间可能影响折扣的相互作用过程。