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1.
PLoS Comput Biol ; 15(6): e1007093, 2019 06.
Article in English | MEDLINE | ID: mdl-31233559

ABSTRACT

Humans and other animals are able to discover underlying statistical structure in their environments and exploit it to achieve efficient and effective performance. However, such structure is often difficult to learn and use because it is obscure, involving long-range temporal dependencies. Here, we analysed behavioural data from an extended experiment with rats, showing that the subjects learned the underlying statistical structure, albeit suffering at times from immediate inferential imperfections as to their current state within it. We accounted for their behaviour using a Hidden Markov Model, in which recent observations are integrated with evidence from the past. We found that over the course of training, subjects came to track their progress through the task more accurately, a change that our model largely attributed to improved integration of past evidence. This learning reflected the structure of the task, decreasing reliance on recent observations, which were potentially misleading.


Subject(s)
Models, Biological , Reward , Spatial Learning/physiology , Animals , Behavior, Animal/physiology , Computational Biology , Rats , Task Performance and Analysis
2.
J R Soc Interface ; 11(91): 20130969, 2014 Feb 06.
Article in English | MEDLINE | ID: mdl-24284898

ABSTRACT

Dividing limited time between work and leisure when both have their attractions is a common everyday decision. We provide a normative control-theoretic treatment of this decision that bridges economic and psychological accounts. We show how our framework applies to free-operant behavioural experiments in which subjects are required to work (depressing a lever) for sufficient total time (called the price) to receive a reward. When the microscopic benefit-of-leisure increases nonlinearly with duration, the model generates behaviour that qualitatively matches various microfeatures of subjects' choices, including the distribution of leisure bout durations as a function of the pay-off. We relate our model to traditional accounts by deriving macroscopic, molar, quantities from microscopic choices.


Subject(s)
Behavior , Reinforcement, Psychology , Algorithms , Animals , Brain/physiology , Decision Making , Humans , Learning , Leisure Activities , Markov Chains , Models, Theoretical , Probability , Reward , Stochastic Processes , Time Factors
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