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儿童对混合强化率与固定强化率时间表的偏好:一项风险选择的转化研究。

Children's preference for mixed- versus fixed-ratio schedules of reinforcement: A translational study of risky choice.

作者信息

Mullane Michael P, Martens Brian K, Baxter Emily L, Steeg Danica Ver

机构信息

Syracuse University.

出版信息

J Exp Anal Behav. 2017 Jan;107(1):161-175. doi: 10.1002/jeab.234. Epub 2017 Jan 11.

Abstract

Laboratory research has shown that when subjects are given a choice between fixed-ratio and bi-valued mixed-ratio schedules of reinforcement, preference typically emerges for the mixed-ratio schedule even with a larger ratio requirement. The current study sought to replicate and extend these findings to children's math problem completion. Using an ABCBC reversal design, four fourth-grade students were given the choice of completing addition problems reinforced on either a fixed-ratio 5 schedule or one of three mixed-ratio schedules; an equivalent mixed-ratio (1, 9) schedule, a mixed-ratio (1, 11) schedule with a 20% larger ratio requirement, and an equally lean mixed-ratio (5, 7) schedule without the small fixed-ratio 1 component. This was followed by a reversal back to the preceding phase in which preference for the mixed-ratio schedule had been observed, and a final reversal back to the mixed-ratio (5, 7) phase. Findings were consistent with previous research in that all children preferred the mixed-ratio (1, 9) schedule over the equivalent fixed-ratio 5 schedule. Preference persisted for the leaner mixed-ratio (1, 11) schedule for three of the four children. Indifference or preference for the fixed-ratio 5 alternative was observed in phases containing the mixed-ratio (5, 7) schedule. These results extend previous research on risky choice to children's math problem completion and highlight the importance of a small ratio component in the emergence of preference for bi-valued mixed-ratio schedules. Implications of these results for arranging reinforcement to increase children's academic responding are discussed.

摘要

实验室研究表明,当受试者在固定比率和双值混合比率强化程序之间进行选择时,即使混合比率要求更高,他们通常也会更倾向于混合比率程序。当前的研究旨在将这些发现复制并扩展到儿童数学问题解决中。采用ABCBC反转设计,让四名四年级学生在按固定比率5程序强化的加法问题和三种混合比率程序之一之间进行选择;一种等效的混合比率(1, 9)程序、一种比率要求高20%的混合比率(1, 11)程序,以及一种没有小固定比率1成分的同样稀疏的混合比率(5, 7)程序。随后反转回之前观察到对混合比率程序有偏好的阶段,最后再反转回混合比率(5, 7)阶段。研究结果与之前的研究一致,即所有儿童都更喜欢混合比率(1, 9)程序而非等效的固定比率5程序。四个孩子中有三个对更稀疏的混合比率(1, 11)程序持续表现出偏好。在包含混合比率(5, 7)程序的阶段观察到对固定比率5选项的无差异或偏好。这些结果将之前关于风险选择的研究扩展到儿童数学问题解决中,并突出了小比率成分在双值混合比率程序偏好出现中的重要性。讨论了这些结果对安排强化以增加儿童学业反应的意义。

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