Acquisition of decision making criteria: reward rate ultimately beats accuracy

被引:0
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作者
Fuat Balci
Patrick Simen
Ritwik Niyogi
Andrew Saxe
Jessica A. Hughes
Philip Holmes
Jonathan D. Cohen
机构
[1] Princeton University,Princeton Neuroscience Institute
[2] Princeton University,Program in Applied and Computational Mathematics & Department of Mechanical and Aerospace Engineering
[3] Princeton University,Department of Psychology
来源
关键词
Decision making; Dot motion discrimination; Drift-diffusion; Interval timing; Learning; Optimality; Reward rate maximization; Speed–accuracy trade-off; Two-alternative forced-choice;
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摘要
Speed–accuracy trade-offs strongly influence the rate of reward that can be earned in many decision-making tasks. Previous reports suggest that human participants often adopt suboptimal speed–accuracy trade-offs in single session, two-alternative forced-choice tasks. We investigated whether humans acquired optimal speed–accuracy trade-offs when extensively trained with multiple signal qualities. When performance was characterized in terms of decision time and accuracy, our participants eventually performed nearly optimally in the case of higher signal qualities. Rather than adopting decision criteria that were individually optimal for each signal quality, participants adopted a single threshold that was nearly optimal for most signal qualities. However, setting a single threshold for different coherence conditions resulted in only negligible decrements in the maximum possible reward rate. Finally, we tested two hypotheses regarding the possible sources of suboptimal performance: (1) favoring accuracy over reward rate and (2) misestimating the reward rate due to timing uncertainty. Our findings provide support for both hypotheses, but also for the hypothesis that participants can learn to approach optimality. We find specifically that an accuracy bias dominates early performance, but diminishes greatly with practice. The residual discrepancy between optimal and observed performance can be explained by an adaptive response to uncertainty in time estimation.
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页码:640 / 657
页数:17
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