Subjective optimality in finite sequential decision-making

Author:

Sin YeonjuORCID,Seon HeeYoungORCID,Shin Yun Kyoung,Kwon Oh-SangORCID,Chung DongilORCID

Abstract

Many decisions in life are sequential and constrained by a time window. Although mathematically derived optimal solutions exist, it has been reported that humans often deviate from making optimal choices. Here, we used a secretary problem, a classic example of finite sequential decision-making, and investigated the mechanisms underlying individuals’ suboptimal choices. Across three independent experiments, we found that a dynamic programming model comprising subjective value function explains individuals’ deviations from optimality and predicts the choice behaviors under fewer and more opportunities. We further identified that pupil dilation reflected the levels of decision difficulty and subsequent choices to accept or reject the stimulus at each opportunity. The value sensitivity, a model-based estimate that characterizes each individual’s subjective valuation, correlated with the extent to which individuals’ physiological responses tracked stimuli information. Our results provide model-based and physiological evidence for subjective valuation in finite sequential decision-making, rediscovering human suboptimality in subjectively optimal decision-making processes.

Funder

National Research Foundation of Korea

Publisher

Public Library of Science (PLoS)

Subject

Computational Theory and Mathematics,Cellular and Molecular Neuroscience,Genetics,Molecular Biology,Ecology,Modeling and Simulation,Ecology, Evolution, Behavior and Systematics

Reference59 articles.

1. Who solved the secretary problem?;TS Ferguson;Statistical science,1989

2. The secretary problem and its extensions: A review;P. Freeman;International Statistical Review/Revue Internationale de Statistique,1983

3. Minimax-optimal stop rules and distributions in secretary problems;TP Hill;The Annals of Probability,1991

4. A new secretary problem with rank-based selection and cardinal payoffs;JN Bearden;Journal of Mathematical Psychology,2006

5. Gilbert JP, Mosteller F. Recognizing the maximum of a sequence. Selected Papers of Frederick Mosteller: Springer; 2006. p. 355–98.

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