TY - JOUR
T1 - When to Keep Trying and When to Let Go
T2 - Benchmarking Optimal Quitting
AU - Sukhov, Nikolay
AU - Dubey, Rachit
AU - Duke, Annie
AU - Griffiths, Thomas L.
N1 - Publisher Copyright:
© 2025 American Psychological Association
PY - 2025
Y1 - 2025
N2 - Persistence and perseverance, even in the face of great adversity, are admirable qualities. However, knowing when to stop pursuing something is as important as exerting effort toward attaining a goal. How do people decide when to persist and when to quit? Here, we design a novel task to study this question, in which people were given a finite number of opportunities to pursue stochastic rewards by selecting among a set of options that provide a reward each trial. At any time, if people were not satisfied with the option they had selected they could choose to abandon it and instead try a new option. However, if they did so they could never return to the previous option. Mathematical analysis of this task shows that the optimal strategy explores a relatively small number of options before settling on a sufficiently good option. Further, we find that the optimal strategy is to abandon an option if the total number of remaining trials exceeds a threshold specified by the observed option’s performance. A large-scale, preregistered experiment (N = 3,632) reveals that people largely behave in accordance with the optimal strategy. People also make decisions to persist with an option based on its performance, and they typically explore relatively few options before settling on a sufficiently good one. However, compared with the optimal strategy, people are less sensitive to the number of remaining trials and are more likely to persist with suboptimal options.
AB - Persistence and perseverance, even in the face of great adversity, are admirable qualities. However, knowing when to stop pursuing something is as important as exerting effort toward attaining a goal. How do people decide when to persist and when to quit? Here, we design a novel task to study this question, in which people were given a finite number of opportunities to pursue stochastic rewards by selecting among a set of options that provide a reward each trial. At any time, if people were not satisfied with the option they had selected they could choose to abandon it and instead try a new option. However, if they did so they could never return to the previous option. Mathematical analysis of this task shows that the optimal strategy explores a relatively small number of options before settling on a sufficiently good option. Further, we find that the optimal strategy is to abandon an option if the total number of remaining trials exceeds a threshold specified by the observed option’s performance. A large-scale, preregistered experiment (N = 3,632) reveals that people largely behave in accordance with the optimal strategy. People also make decisions to persist with an option based on its performance, and they typically explore relatively few options before settling on a sufficiently good one. However, compared with the optimal strategy, people are less sensitive to the number of remaining trials and are more likely to persist with suboptimal options.
KW - goal pursuit
KW - persistence
KW - quitting
KW - rational model
UR - https://www.scopus.com/pages/publications/105008532924
UR - https://www.scopus.com/pages/publications/105008532924#tab=citedBy
U2 - 10.1037/xge0001790
DO - 10.1037/xge0001790
M3 - Article
C2 - 40522821
AN - SCOPUS:105008532924
SN - 0096-3445
JO - Journal of Experimental Psychology: General
JF - Journal of Experimental Psychology: General
ER -