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Application of Herrnsteins hyperbola to time allocation of naturalistic human behavior maintained by naturalistic social reinforcement

机译:赫恩斯坦双曲线在自然主义社会强化维持的自然主义人类行为的时间分配中的应用

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摘要

Five college students talked to an experimenter about various topics. Time spent looking at the experimenter was reinforced by verbal statements of praise and interest on five variable-interval schedules. Herrnstein's hyperbola provided a good description of the time-allocation data for 4 of the 5 subjects, and accounted for 95% of the variance of the median time-allocation data. The hyperbola provided a significantly better description of the data than a two-parameter ramp function with similar differential properties. Estimates of the asymptote, k, of the hyperbola varied among subjects from about 2 to about 15 seconds of eye contact per minute. These estimates were much smaller than the constant 60 seconds of eye contact per minute required by Herrnstein's matching theory. These results support the conclusion that Herrnstein's hyperbola describes naturalistic human behavior maintained by naturalistic social reinforcement as well as it describes the behavior of humans and nonhumans in typical laboratory preparations. The results also indicate that the hyperbolic form of the time-allocation version of Herrnstein's equation is accurate, but that the constant k requirement of matching theory may not hold.
机译:五名大学生与实验者讨论了各种主题。口头表达对五个可变间隔时间表的表扬和兴趣,增加了看待实验者的时间。赫恩斯坦的双曲线很好地描述了5位受试者中4位的时间分配数据,占中位时间分配数据方差的95%。双曲线比具有类似微分特性的两参数斜坡函数提供了更好的数据描述。双曲线的渐近线k的估计值在每分钟约2到约15秒的眼神接触之间有所不同。这些估计值远小于赫恩斯坦的匹配理论要求的每分钟60秒的持续眼神接触。这些结果支持以下结论:赫恩斯坦的双曲线描述了自然主义社会强化所维持的自然主义人类行为,并且它描述了典型实验室准备工作中人类和非人类的行为。结果还表明,Herrnstein方程的时间分配版本的双曲形式是准确的,但是匹配理论的常数k要求可能不成立。

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