J Exp Anal Behav. 1971 Nov;16(3):411-23. doi: 10.1901/jeab.1971.16-411.
Pigeons were exposed to four cycles per session of a schedule in which the duration of successive interreinforcement intervals differed by t-sec. A cycle was composed of seven increasing and seven decreasing intervals, from 2t to 8t sec in length. In Exp. 1, postreinforcement pause tracked interval duration on five cyclic schedules, with values of t ranging from 2 to 40 sec. Tracking was better at shorter t values, and when discriminative stimuli signalled increasing and decreasing parts of the cycle. Pooled data for the whole experiment showed postreinforcement pause to bear a power function relationship to interval length, with a smaller exponent than the comparable function for fixed-interval schedules. Tests in a second experiment showed that pigeons trained on an arithmetic progression could also track schedules in which successive intervals followed either a logarithmic or a geometric progression, although tracking was more stable in the logarithmic case.
鸽子被暴露在每个时段四个周期的时间表中,其中连续的强化间隔的持续时间相差 t 秒。一个周期由七个递增和七个递减的间隔组成,长度从 2t 到 8t 秒。在实验 1 中,强化后停顿跟踪五个循环时间表的间隔持续时间,t 值从 2 到 40 秒不等。在较短的 t 值时,跟踪效果更好,并且当辨别刺激信号表示周期的递增和递减部分时。整个实验的汇总数据表明,强化后停顿与间隔长度呈幂函数关系,其指数比固定间隔时间表的可比函数小。在第二个实验中的测试表明,在算术级数上受过训练的鸽子也可以跟踪间隔时间,其中连续的间隔时间要么遵循对数要么遵循几何级数,尽管在对数情况下跟踪更稳定。