2009
DOI: 10.1016/j.jmp.2008.11.002
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A Bayesian analysis of human decision-making on bandit problems

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Cited by 174 publications
(184 citation statements)
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References 27 publications
(27 reference statements)
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“…These are situations in which there are a fixed number of choice alternatives (e.g., two-arm bandits, like a slot machine in a casino) and each bandit has a fixed rate of reward, which is unknown to the decision maker. From trial to trial the decision-maker receives information (outcome-feedback/reward) from their choice between the alternatives, and their job is to reliably select sequentially from the alternatives so that they maximize their cumulative rewards [10]. The tasks not only involve discrete choices between two options [11,12], but can also include four [13] six [14], or even eight options [15].…”
Section: Bandit Tasksmentioning
confidence: 99%
“…These are situations in which there are a fixed number of choice alternatives (e.g., two-arm bandits, like a slot machine in a casino) and each bandit has a fixed rate of reward, which is unknown to the decision maker. From trial to trial the decision-maker receives information (outcome-feedback/reward) from their choice between the alternatives, and their job is to reliably select sequentially from the alternatives so that they maximize their cumulative rewards [10]. The tasks not only involve discrete choices between two options [11,12], but can also include four [13] six [14], or even eight options [15].…”
Section: Bandit Tasksmentioning
confidence: 99%
“…Six of the participants reported that points earned was somehow a function of time or delay (the correct controlling variable), 2 reported that points were a function of the number of times chosen, 1 reported a complex geometrical relationship, and the remaining participants' reports were either vague or equivalent to reporting that they did not know. Sex, self-reported GPA, and self-reported strategy did not significantly predict the best-fitting value of θ, but our sample size was too small to identify all but the largest individual-difference effects (a prior study had found a weak negative correlation, r = −.09, between intelligence and exploratory behavior; Steyvers et al, 2009).…”
Section: Resultsmentioning
confidence: 64%
“…A player must explicitly explore an environment in order to learn the expected payoffs for these n options, and then can later exploit this knowledge. In a four-armed bandit task similar to the one used in the present study, Steyvers, Lee, and Wagenmakers (2009) employed a Bayesian optimal-decision model derived from the softmax equation (Luce, 1963) to explore how humans balance exploration with exploitation. In addition, eightstimulus arrays very similar to the one used in the present study have been used with nonhuman animals (Jensen, Miller, & Neuringer 2006) and humans (Rothstein, Jensen, & Neuringer 2008), and in both cases behavior came under the control of the prevailing contingencies.…”
Section: Task Descriptionmentioning
confidence: 99%
“…Rather than the optimal fit, the marginal likelihood measures a model's average fit. Unfortunately, more than a decade after its introduction in psychology (but see Edwards, Lindman, & Savage, 1963, for an early example), there are only a handful of studies relying on the marginal likelihood for model evaluation (e.g., Lee, 2004;Massaro, Cohen, Campbell, & Rod riguez, 2001;Navarro & Lee, 2003;Steyvers, Lee, & Wagenmakers, 2009). Furthermore, we know of no study that has used the marginal likelihood to evaluate prototype and exemplar models against empirical data, let alone the intermediate models in the broader VAM family.…”
Section: Model Evaluation In Category Learningmentioning
confidence: 99%