Department of Psychology, Koç University, Rumelifeneri Yolu, Sariyer, 34450, Istanbul, Turkey.
Department of Psychology, University of Chicago, 5848 S. University Avenue, Chicago, IL, 60637, USA.
Anim Cogn. 2022 Dec;25(6):1621-1630. doi: 10.1007/s10071-022-01652-2. Epub 2022 Jul 17.
Numerical and temporal control of behavior is ubiquitous across many species of animals. Recent studies showed that in the presence of reliable discriminative stimuli, mice ignore temporal relations and probabilistic information but when discriminative stimuli become non-informative, the same mice can spontaneously start relying on previously experienced time intervals and probabilities. Similar dynamics do not readily generalize to counting behavior since the response-outcome contingency functions differ when reinforcement depends on the number vs. timing of responding. In the current study, mice (N = 32) learned to press two different levers 10 (few) or 20 (many) times, while the active lever was signaled by a light stimulus. The probability of the few/many trials was manipulated between groups. During testing, the informative value of light stimulus was eliminated by signaling both few- and many-levers. In a quarter of training trials, mice ignored the discriminative stimulus and adopted a numerical decision strategy (starting to respond on the few-option and then switching to the many-option in many trials) that was sensitive to probabilistic information. The frequency but not the probability-sensitive parametrization of switching behavior changed when the discriminative stimulus became non-informative in testing. These findings suggest that there is a relatively strong representational control over counting behavior even in conditions that afford strong stimulus control.
行为的数值和时间控制在许多动物物种中普遍存在。最近的研究表明,在存在可靠的辨别刺激的情况下,老鼠忽略时间关系和概率信息,但当辨别刺激变得没有信息时,同样的老鼠可以自发地开始依赖以前经历过的时间间隔和概率。类似的动态不容易推广到计数行为,因为当强化取决于响应的数量与时间时,反应-结果关联函数会有所不同。在当前的研究中,老鼠(N=32)学会了按压两个不同的杠杆 10(少)或 20(多)次,而活动杠杆由光刺激信号指示。少数/多数试验的概率在组间进行了操纵。在测试期间,通过对少数和多数杠杆进行信号指示,消除了光刺激的信息价值。在四分之一的训练试验中,老鼠忽略了辨别刺激,并采用了一种数值决策策略(在少数选项上开始响应,然后在许多试验中切换到多数选项),该策略对概率信息敏感。当测试中辨别刺激变得没有信息时,开关行为的频率而不是概率敏感参数发生了变化。这些发现表明,即使在允许强刺激控制的条件下,对计数行为也有相对较强的表示控制。