Process Utility in High-Stakes Competition

📅 2026-05-22
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🤖 AI Summary
This study investigates how individuals trade off outcome utility against process utility in high-stakes competitive settings. Leveraging high-frequency behavioral data from professional tennis, the authors develop a nonparametric identification strategy based on the second-serve rule and optimality conditions to establish, for the first time, a rigorous positive lower bound for process utility. Using a structural model, they further estimate heterogeneous preferences for the process across players. The findings reveal that most players place significant weight on process utility, systematically sacrificing win probability to enhance their experiential enjoyment of play, thereby altering match outcomes and expected payoffs. Methodologically, the paper integrates shape restrictions with nonparametric identification, offering novel theoretical evidence for the existence and measurability of process utility.
📝 Abstract
We study how individuals trade off outcome ("what") and process ("how") utility in high-stakes strategic decisions, namely professional tennis. Using optimality conditions and the second-service rule, we derive a sufficient condition for the nonparametric lower bound on the weight of process utility to be positive. Under mild shape restrictions, the high-frequency data indicate that most players likely value process utility positively. We then develop a structural model that recovers player-specific preferences over outcomes and processes. Estimates show that players systematically sacrifice success probabilities to increase process utility, with economically meaningful consequences for match outcomes and expected earnings.
Problem

Research questions and friction points this paper is trying to address.

process utility
outcome utility
high-stakes competition
strategic decisions
preference trade-off
Innovation

Methods, ideas, or system contributions that make the work stand out.

process utility
nonparametric identification
structural estimation
high-stakes decision-making
revealed preference
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