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Empirical estimation of consistency parameter in intertemporal choice based on Tsallis' statistics

机译:基于Tsallis统计量的跨期选择一致性参数的经验估计

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Impulsivity and inconsistency in intertemporal choice have been attracting attention in econophysics and neuroeconomics. Although loss of self-control by substance abusers is strongly related to their inconsistency in intertemporal choice, researchers in neurocconomics and psychopharmacology have usually studied impulsivity in intertemporal choice using a discount rate (e.g. hyperbolic k), with little effort being expended on parameterizing subject's inconsistency in intertemporal choice. Recent studies using Tsallis' statistics-based econophysics have found a discount function (i.e. q-exponential discount function), which may continuously parameterize a subject's consistency in intertemporal choice. In order to examine the usefulness of the consistency parameter (0 <= q <= 1) in the q-exponential discounting function in behavioral studies, we experimentally estimated the consistency parameter q in Tsallis' statistics-based discounting function by assessing the points of subjective equality (indifference points) at seven delays (1 week-25 years) in humans (N = 24). We observed that most (N = 19) subjects' intertemporal choice was completely inconsistent (q = 0, i.e. hyperbolic discounting), the mean consistency (0 <= q <= 1) was smaller than 0.5, and only one subject had a completely consistent intertemporal choice (q = 1, i.e. exponential discounting). There was no significant correlation between impulsivity and inconsistency parameters. Our results indicate that individual differences in consistency in intertemporal choice can be parameterized by introducing a q-exponential discount function and most people discount delayed rewards hyperbolically, rather than exponentially (i.e. mean q is smaller than 0.5). Further, impulsivity and inconsistency in intertemporal choice can be considered as separate behavioral tendencies. The usefulness of the consistency parameter q in psychopharmacological studies of addictive behavior was demonstrated in the present study. (c) 2007 Elsevier B.V. All rights reserved.
机译:跨时选择的冲动性和矛盾性已经引起了经济学和神经经济学的关注。尽管药物滥用者失去自我控制能力与他们在时间选择上的不一致密切相关,但是神经经济学和心理药理学的研究人员通常使用折现率(例如双曲线k)研究时间选择上的冲动性,而很少花精力在参数化受试者的不一致上。在跨期选择中。最近使用Tsallis基于统计的生态物理学的研究发现了折现函数(即q指数折现函数),该函数可以连续参数化对象在跨时选择中的一致性。为了检验行为研究中q指数贴现函数中一致性参数(0 <= q <= 1)的有用性,我们通过评估Tsallis基于统计的贴现函数中的点来实验估计一致性参数q人(N = 24)在七个延迟(1周至25年)的主观平等(差异点)。我们观察到,大多数(N = 19)受试者的跨期选择完全不一致(q = 0,即双曲线贴现),平均一致性(0 <= q <= 1)小于0.5,只有一名受试者完全一致的跨期选择(q = 1,即指数折现)。冲动性和不一致参数之间没有显着相关性。我们的结果表明,可以通过引入q指数折扣函数来参数化跨期选择一致性中的个体差异,并且大多数人以双曲线而不是指数方式(即均值q小于0.5)对延迟的奖励进行折扣。此外,在跨期选择中的冲动性和不一致可以被认为是单独的行为倾向。在本研究中证明了一致性参数q在成瘾行为的心理药理学研究中的有用性。 (c)2007 Elsevier B.V.保留所有权利。

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